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<title>Andrés C. Zúñiga-González</title>
<link>https://ancazugo.github.io/blog.html</link>
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<description>PhD Student @ University of Cambridge</description>
<language>en</language>
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<lastBuildDate>Sun, 05 Apr 2026 00:00:00 GMT</lastBuildDate>
<item>
  <title>Weekly Notes - 2026-04-05</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2026-04-05-weekly-notes.html</link>
  <description><![CDATA[ 





<section id="introduction" class="level1">
<h1>Introduction</h1>
<p>This is a short update on the Local Climate Zones (LCZs) classification project. It’s a collection of notes and experiments I did last week particularly about using label propagation and other sources of information to increase the number of labels and/or features, namely using OpenStreetMap (OSM) data for labels (with <a href="https://github.com/ancazugo/osm-rasterizer"><code>osm-rasterizer</code></a>), height data for buildings and a canopy height model (CHM) and label propagation to increase the number of labels.</p>
<section id="label-propagation" class="level2">
<h2 class="anchored" data-anchor-id="label-propagation">Label Propagation</h2>
<p>So the label propagation has a few constraints. If done at the pixel level, it misses the context behind the patch labels, as these were done considering the entire scene. One road pixel can be any built type depending on what’s around. So I built a label propagation at the pixel label using the following steps:</p>
<ul>
<li>Aggregate embeddings (mean, std, max) per patch</li>
<li>Generate 320x320 m grid and use Knn on the entire ROI</li>
<li>Filter out &lt;.8 confidence patch pseudo-labels</li>
</ul>
<p>This approach effectively increments the number of possible patches to use in a classifier, but it presents one key problem: None of the cities have all possible classes, so for instance, Nairobi doesn’t have classes 4-5 in the labels even though they might be present there. Low representation also plays a role, as water has few labels and no pseudolabels.</p>
<p>Probably the best approach would be to do label propagation in multicity instances. At the moment, I’m trying to use Paris due to its size and varied LCZ classes, so I could combine the Knn results of the label propagation with those of Nairobi.</p>
</section>
<section id="including-other-features" class="level2">
<h2 class="anchored" data-anchor-id="including-other-features">Including other features</h2>
<p>OSM data, at least for Nairobi is insufficient to get good labels for built types, because of lack of height information. For natural types it’s better, but quality is bad when going back in time, for instance, artificial lakes that were present in 2017 were not in OSM at the time. So the key here is to grab as many useful OSM tags as possible, including those that are currently deprecated as they might include useful information in the past (see previous tags for the <a href="https://www.openstreetmap.org/way/25760438">Ngong river in Nairobi</a>). Claude was very helpful in this regard. I think OSM information is useful for natural types, and so far I’ve used the water class (G class in LCZs) because water bodies have a distinct spectral signature and there aren’t many water patches for Nairobi in the So2Sat dataset.</p>
<p>I tried creating some manual labels for built types, but it is very difficult since many of those classes overlap in some way, as pointed by most research papers. With that said, I thought it would be a good oportunity to add some other features to the embeddings, in particular height data from trees and buildings. The reason behind this is that built-up density should get picked up by the embeddings and the CNNs, because it’s information related to the spatial distribution of the features (plus their spectral signatures). However, Tessera doesn’t have height data, which I believe is the reason why in most tests AlphaEarth performs better, as it was trained with DSM and DTM layers as well as Sentinel images. So, I’m testing adding the Meta’s Global Canopy Height Model (CHM) and Google’s Temporal Open Buildings dataset as features in the model. There are a few things to keep in mind about including these:</p>
<ul>
<li>Resolution (GEE does the re-sampling to 10 m resolution)</li>
<li>AI predicted on AI-generated data: Both datasets are AI-generated, so not using the best available <strong>human-labelled</strong> data might be a problem.</li>
</ul>
</section>
<section id="model-architecture" class="level2">
<h2 class="anchored" data-anchor-id="model-architecture">Model architecture</h2>
<p>With the small literature review I did the previous week, most, if not all, papers that use the SO2Sat labels, treat the problem as a classification task. Aside from initial experiments, I’ve mostly treated this as a segmentation task, assuming that all pixels in a patch belong to the same class. In realit, it depends a lot on the context, even outside a given patch.</p>
<p>This makes me re-evaluate the best way forward in terms of the model architecture, especially because most literature that I would use to benchmark my results talks about classification of the patches.</p>
<p>Going back to the label propagation, what I did was to create a grid of 320x320 m tiles and aggregate the embeddings (mean, std, max) per patch, and select those that have a significant score, and then feed them to the U-net with the original labels. So, in a way the label propagation is not done at the pixel level, which I think is the right approach. I will come back next week with updated results on these experiments.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-04-05-week.png" class="img-fluid figure-img"></p>
<figcaption>Label Propagation using KNN in Nairobi and Tessera 2017</figcaption>
</figure>
</div>


</section>
</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <guid>https://ancazugo.github.io/posts/2026-04-05-weekly-notes.html</guid>
  <pubDate>Sun, 05 Apr 2026 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-04-05-week.png" medium="image" type="image/png" height="61" width="144"/>
</item>
<item>
  <title>OSM Rasterizer</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2026-03-31-osm-rasterizer.html</link>
  <description><![CDATA[ 





<p>Hello!! I want to introduce you to <code>osm-rasterizer</code>, a package that I’ve been meaning to publish for a while now (available <a href="https://github.com/ancazugo/osm-rasterizer">here</a>). It’s sole purpose is to take features from OpenStreetMap (OSM) and rasterize them into a tif file with a given resolution. This is useful if you want to use OSM data as labels for machine learning models.</p>
<p>The way it works is by creating layers of features that the user can choose from using the OSM tags. <code>osm-rasterizer</code> will query said tags for a specific bounding box and burn the features into an image. The user can decide whether all those features are one hot encoded or not, depending on preferences.</p>
<p>Most importantly, <code>osm-rasterizer</code> uses Overpass API to query OSM data by date, so the user can specify a point in time from which the data is to be queried. This is a useful feature if you want features from different time periods.</p>
<section id="cli-usage" class="level2">
<h2 class="anchored" data-anchor-id="cli-usage">CLI Usage</h2>
<p>This is an example of extracting water and forest features in a single layer in Nairobi, Kenya as a case study, if you add the <code>--date</code> flag, you will get the data for that particular date. The resulting image is in the projected UTM CRS for the bounding box.</p>
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode bash code-with-copy"><code class="sourceCode bash"><span id="cb1-1"><span class="ex" style="color: null;
background-color: null;
font-style: inherit;">osm-rasterizer</span> </span>
<span id="cb1-2">    <span class="ex" style="color: null;
background-color: null;
font-style: inherit;">--bbox</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"36.55363766400003,-1.442601803999969,37.06313313600007,-1.0646565169999689"</span> <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">\</span></span>
<span id="cb1-3">    <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--feature</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'water:{"natural": "water", "waterway": true, "landuse": "reservoir"}'</span> <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">\</span></span>
<span id="cb1-4">    <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--feature</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'forest:{"natural": "wood", "landuse": "forest"}'</span> <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">\</span></span>
<span id="cb1-5">    <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--resolution</span> 10 <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">\</span></span>
<span id="cb1-6">    <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--single-layer</span> <span class="dt" style="color: #AD0000;
background-color: null;
font-style: inherit;">\</span></span>
<span id="cb1-7">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --date "2017-12-31" \</span></span>
<span id="cb1-8">    <span class="ex" style="color: null;
background-color: null;
font-style: inherit;">--output</span> nairobi_output.tif</span></code></pre></div></div>
<div id="figures" class="quarto-layout-panel" data-layout-ncol="2">
<div class="quarto-layout-row">
<div class="quarto-layout-cell" style="flex-basis: 50.0%;justify-content: flex-start;">
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/osm-rasterizer-2017.png" class="img-fluid figure-img"></p>
<figcaption>Nairobi OSM Labels 2017</figcaption>
</figure>
</div>
</div>
<div class="quarto-layout-cell" style="flex-basis: 50.0%;justify-content: flex-start;">
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/osm-rasterizer-2026.png" class="img-fluid figure-img"></p>
<figcaption>Nairobi OSM Labels 2026</figcaption>
</figure>
</div>
</div>
</div>
</div>
<p>The package is still in development so if you find it useful or have any suggestions, please let me know!</p>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>python</category>
  <category>osm</category>
  <guid>https://ancazugo.github.io/posts/2026-03-31-osm-rasterizer.html</guid>
  <pubDate>Tue, 31 Mar 2026 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/osm-rasterizer-2026.png" medium="image" type="image/png" height="67" width="144"/>
</item>
<item>
  <title>Weekly Notes - 2026-03-29</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2026-03-29-weekly-notes.html</link>
  <description><![CDATA[ 





<section id="introduction" class="level1">
<h1>Introduction</h1>
<p>This is mostly an update on the literature review I’ve been doing for the LCZ classification project I’ve been working on plus an initial update from the Anglesey project in Architecture.</p>
<section id="lcz-classification" class="level2">
<h2 class="anchored" data-anchor-id="lcz-classification">LCZ Classification</h2>
<p>I want to summarize what I’ve read so far about LCZ classification papers. So, LCZ classes were established in <a href="https://journals.ametsoc.org/view/journals/bams/93/12/bams-d-11-00019.1.xml">2012 by Stewart and Oke</a> and they have been used largely by the urban climate community ever since. The methods to create LCZ for a given city vary widely depending on available data (<a href="https://www.sciencedirect.com/science/article/pii/S0034425723001244">Huang, 2023</a>). There are three main types of methods: 1. Remote sensing-based methods 2. GIS-based methods 3. Hybrid methods</p>
<p>Each one of this has their own advantages. For instance, RS models can be extrapolated to many areas due to the availability of data but not all sensors have the same resolution so that might hinder definition of classes. GIS methods can enjoy from greater resolution but rely on the quality of local data, like building footprints and height. Hybrid methods are a combination of both but are not that common in the literature.</p>
<p>Among RS-methods, which is what I’m working on at the moment, there are three main approaches: 1. Pixel-based methods 2. Scene-based methods 3. Patch-based methods</p>
<p>The most common approach is the pixel-based ones, particularly using Landsat data, because of two main reason: thermal information and resolution. Scene-based are considered object-based approaches and patch-based are like image classification problems where an entire patch is classified as a single class.</p>
<p>Now, the standard LCZ unit is a big topic of discussion in the literature as it depends largely on the type of method and data used for that. The standard size in most papers to define a LCZ is 100x100 m, particularly in RS-based papers, but 300x300 m is also common. However, in GIS-based papers, census units or neighbourhoods are used as well.</p>
<p>Most literature about LCZ classification using RS datasets uses a combination of Sentinel-1 and 2 and Landsat data. This is in part because the only available dataset with global coverage is the <a href="https://arxiv.org/abs/1912.12171">So2Sat LCZ42 dataset</a> for ML purposes. All papers that use this dataset could be considered in the patch-based approach. Howver, I found there are a couple of large-scale benchmark datasets for China and South Korea.</p>
<p>In general, the papers that I’ve encountered had a good discrimination between built (1-10) and natural classes (A-G) but models seem to struggle when identifying similar classes, particularly those that depend on height and density of buildings. One paper that caught my attention, on top of doing a general model for the 17 classes, created a separate model for classes 6 and 9 and for classes C and D (<a href="https://ieeexplore.ieee.org/stampPDF/getPDF.jsp?tp=&amp;arnumber=10990281&amp;ref=&amp;tag=1">Liu, 2025</a>).</p>
<p>Crucially, the only global LCZ dataset is the Demuzere 2022 one that I’ve referenced in the past. They use 46 different bands from various sources to classify the 17 classes. These include: Landsat 8, Sentinel-1 and 2, PALSAR, VIIRS, + DEM (from MERIT), DSM (ALOS) and a global canopy height model. They also argue that using anthropogenic heat flux is key to determining built classes. To determine the labels they use a curated list of labels from WUDAPT.</p>
<p>Of importance from these papers is why LCZs are so important: even though they were created using cities in Europe in mind, they have extended globally and the community has proven their usefulness in spite of regional climatic context. Moreover, these LCZ classes are used as a base for urban weather simulations as Urban Canopy Parameters (UCP), so getting a higher resolution (well, not higher but more precise) would improve local climate models. In addition, in Liu, et al.&nbsp;(2025) they demonstrated that LCZ classification is of great significance for studying the cooling effect of green infrastructure and the impact on the microclimate around towns.</p>
<section id="deep-learning-based-methods" class="level3">
<h3 class="anchored" data-anchor-id="deep-learning-based-methods">Deep learning based methods</h3>
<p>Following discussions with Anil and Sadiq, I was advised to use semi supervised methods to train the classifier, so I’ve been reading the blog posts from <a href="https://lilianweng.github.io/posts/2021-12-05-semi-supervised/">Lilian Weng</a> about implementations and theory behind them. Sadiq suggested label propagation is probably the way to go, so after reading that I wanted to see if there were papers using similar approaches and this is what I found as part of the literature review.</p>
<p>While the Demuzere, 2022 dataset uses random forest, most recent literature uses a mix of CNNs and Transformers. I will talk mostly about papers that use the So2Sat LCZ42 dataset.</p>
<ul>
<li><p><a href="https://ieeexplore.ieee.org/abstract/document/10526364">Lin, et al.&nbsp;(2024)</a> uses transformers and semi-supervised learning. The way they do it is via a teacher model that will create the pseudo labels that the student will use alongside the real labels to get a better model. They benchmarked the model against the So2Sat LCZ42 as well as the CHN15-LCZ and SouthKorea6-LCZ datasets. They mention that the patch labels are crucial for training and thye think it’s better if images are larger than the 320x320 m size of the So2Sat LCZ42 dataset, which they note is noisy because the were labeled by experts using an entire Sentinel-1 and 2 scene, not just the patch, so contextual information is important for determining the labels. They mention that classes whose difference is height are hard to classify. Receptive field is something to be considered in my models.</p></li>
<li><p><a href="https://ieeexplore.ieee.org/abstract/document/10990281">Liu, et al.&nbsp;(2025)</a> uses a standalone CNN-based architecture. I found this very clear on their approach. It’s interesting to see that they used and Overall accuracy for built and natural types separately, compared to the rest that use a general one. They used a Milan dataset to test the model but that raises the question of the different methodologies to determine an LCZ, using a different dataset might result in class mismatch just because of the different methodology, which is not an error in the model. As mentioned before, they use separate models for classes 6 and 9 and for classes C and D.</p></li>
<li><p><a href="https://www.mdpi.com/1999-4893/18/10/657">Nanni, et al.&nbsp;(2025)</a> uses a combination of CNN architectures including ResNet50 (RN), MobileNetV2 (MN), and DenseNet201 (DN). I found this paper a bit confusing because they used pretrained models and did a randomized selection of Sentinel 1 and 2 bands to train the 3-channel architectures. I feel like you will lose a lot of information that way. They mentioned something that I missed from the So2Sat paper, agreement between human labelers is 85% which shows how difficult it is even to experts to agree on the labels.They sued an ensemble of those models and their results seem to outperform other models.</p></li>
<li><p><a href="https://www.mdpi.com/2072-4292/17/8/1335">Nawaz, et al.&nbsp;(2025)</a> uses self-supervised learning in an attention-based model. They used only Sentinel-1 and 2 data in a three branch model. They say that in this particular problem using negative samples is not ideal because there is a big overlap between classes so what they do is use few positive samples and train the model on them and the finetuning using the So2Sat dataset. I’m still not sure how they avoid data leakage in this process, but I will need to review the methods in more detail.</p></li>
</ul>
</section>
</section>
<section id="other-stuff" class="level2">
<h2 class="anchored" data-anchor-id="other-stuff">Other stuff</h2>
<p>Related to the LCZ project, I was admitted to the urban climate summer school in Bochum, Germany in September. This is a great chance to meet people who are working on similar problems and showcase my work. Hopefully I will have something more tangible by then.</p>
<p>I started working on the Anglesey fens project where they want to evaluate vegetation health of the fenlands using remote sensing and drone imagery. I started by gathering all information available in open platforms and created a data source. Using the code I’ve developed for accessing GEE data in Python and using them as xarrays, I’ve developed pilot evaluations of NDVI around the fenlands. There are aerial images from 2013, 2015, 2018 and 2021 but unfortunately they don’t include Infrared bands, so no NDVI can be calculated. What I’m gonna work on now using CLAUDE is to convert the 3-30-300 project into a package that can be used for a smaller region using similar datasets (buildings, trees, parks and roads). For this purpose, I need to create the Vegetation Object Model (VOM) from scratch using the DSM and DTM from Wales, as Defra’s dataset only covers England (thus the reason why I only worked in English counties in the 3-30-300 paper).</p>


</section>
</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <guid>https://ancazugo.github.io/posts/2026-03-29-weekly-notes.html</guid>
  <pubDate>Sun, 29 Mar 2026 00:00:00 GMT</pubDate>
</item>
<item>
  <title>2026-03-15 U-net example with Tessera and Torchgeo</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2026-03-15-weekly-notes.html</link>
  <description><![CDATA[ 





<div id="cell-0" class="cell" data-execution_count="1">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb1-1"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>load_ext autoreload</span>
<span id="cb1-2"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>autoreload <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span></span>
<span id="cb1-3"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> sys</span>
<span id="cb1-4">sys.path.append(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'../src'</span>)</span></code></pre></div></div>
</details>
</div>
<p>This notebook presents a minimal example of how to create a deep learning model for classification of LCZ classes using Tessera embeddings and a couple of labels for Nairobi. It uses Torchgeo to handle dataloaders and <a href="https://github.com/sadiqj/tessera-cnn-example">Sadiq’s U-net</a> architecture for solar farm detection with a couple of tweaks on the loss because most of the ROI is not labeled.</p>
<div id="cell-1" class="cell" data-execution_count="2">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb2-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> glob</span>
<span id="cb2-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> warnings</span>
<span id="cb2-3">warnings.filterwarnings(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'ignore'</span>)</span>
<span id="cb2-4"></span>
<span id="cb2-5"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> numpy <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> np</span>
<span id="cb2-6"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> geopandas <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> gpd</span>
<span id="cb2-7"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> rasterio</span>
<span id="cb2-8"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> rasterio.windows</span>
<span id="cb2-9"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> rasterio.merge <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> merge</span>
<span id="cb2-10"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> shapely.geometry <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> box <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> shapely_box</span>
<span id="cb2-11"></span>
<span id="cb2-12"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> torch</span>
<span id="cb2-13"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> torch.nn <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> nn</span>
<span id="cb2-14"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> torch.optim <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> optim</span>
<span id="cb2-15"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> torch.utils.data <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> Dataset, DataLoader</span>
<span id="cb2-16"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> matplotlib.pyplot <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> plt</span>
<span id="cb2-17"></span>
<span id="cb2-18"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> train_unet <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> UNet, MulticlassDiceLoss</span></code></pre></div></div>
</details>
</div>
<section id="configuration" class="level2">
<h2 class="anchored" data-anchor-id="configuration">1. Configuration</h2>
<div id="cell-3" class="cell" data-execution_count="3">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb3-1">TIF_DIR    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'/maps/acz25/phd-thesis-data/input/Embeddings_test/GeoTessera/2017/'</span></span>
<span id="cb3-2">LABEL_PATH <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'/maps/acz25/phd-thesis-data/input/So2Sat-LCZ42/v4/patches_reference_Nairobi.gpkg'</span></span>
<span id="cb3-3">LABEL_COL  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'LCZ_class'</span></span>
<span id="cb3-4"></span>
<span id="cb3-5">IN_CHANNELS <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">128</span></span>
<span id="cb3-6">NUM_CLASSES <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">17</span></span>
<span id="cb3-7">PATCH_SIZE  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">32</span>    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># pixels (320 m at 10 m/px)</span></span>
<span id="cb3-8">BATCH_SIZE  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">16</span></span>
<span id="cb3-9">EPOCHS      <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">5</span></span>
<span id="cb3-10">DICE_WEIGHT <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span></span>
<span id="cb3-11"></span>
<span id="cb3-12">DEVICE <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> torch.device(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'cuda'</span> <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> torch.cuda.is_available() <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">else</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'cpu'</span>)</span>
<span id="cb3-13"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'device:'</span>, DEVICE)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>device: cuda</code></pre>
</div>
</div>
<div id="d4104028" class="cell" data-execution_count="4">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb5-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> matplotlib.colors <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> ListedColormap, BoundaryNorm</span>
<span id="cb5-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> matplotlib.patches <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> Patch</span>
<span id="cb5-3"></span>
<span id="cb5-4">lcz_dict <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {</span>
<span id="cb5-5">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>:  {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Compact High-Rise"</span>,    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"1"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#8c0000"</span>},</span>
<span id="cb5-6">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>:  {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Compact Mid-Rise"</span>,     <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"2"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#d10000"</span>},</span>
<span id="cb5-7">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>:  {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Compact Low-Rise"</span>,     <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"3"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#ff0000"</span>},</span>
<span id="cb5-8">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span>:  {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Open High-Rise"</span>,       <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"4"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#bf4d00"</span>},</span>
<span id="cb5-9">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">5</span>:  {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Open Mid-Rise"</span>,        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"5"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#ff6600"</span>},</span>
<span id="cb5-10">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>:  {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Open Low-Rise"</span>,        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"6"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#ff9955"</span>},</span>
<span id="cb5-11">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">7</span>:  {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Lightweight Low-Rise"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"7"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#faee05"</span>},</span>
<span id="cb5-12">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">8</span>:  {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Large Low-Rise"</span>,       <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"8"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#bcbcbc"</span>},</span>
<span id="cb5-13">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">9</span>:  {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Sparsely Built"</span>,       <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"9"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#ffccaa"</span>},</span>
<span id="cb5-14">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Heavy Industry"</span>,       <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"10"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#555555"</span>},</span>
<span id="cb5-15">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">11</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Dense Trees"</span>,          <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"A"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#006a00"</span>},</span>
<span id="cb5-16">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">12</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Scattered Trees"</span>,      <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"B"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#00aa00"</span>},</span>
<span id="cb5-17">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">13</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Bush, Scrub"</span>,          <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"C"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#648525"</span>},</span>
<span id="cb5-18">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">14</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Low Plants"</span>,           <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"D"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#b9db79"</span>},</span>
<span id="cb5-19">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">15</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Bare Rock or Paved"</span>,   <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"E"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#000000"</span>},</span>
<span id="cb5-20">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">16</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Bare Soil or Sand"</span>,    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"F"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#fbf7ae"</span>},</span>
<span id="cb5-21">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">17</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Water"</span>,               <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"G"</span>,  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"color"</span>: <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#6a6aff"</span>},</span>
<span id="cb5-22">}</span>
<span id="cb5-23"></span>
<span id="cb5-24"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Colormap: index 0 = LCZ 1, ..., index 16 = LCZ 17</span></span>
<span id="cb5-25">lcz_colors <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [lcz_dict[c][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'color'</span>] <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> c <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">18</span>)]</span>
<span id="cb5-26">lcz_cmap   <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ListedColormap(lcz_colors, name<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'lcz'</span>)</span>
<span id="cb5-27">lcz_norm   <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> BoundaryNorm(boundaries<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>np.arange(<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span>, <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">17.5</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>), ncolors<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">17</span>)</span>
<span id="cb5-28"></span>
<span id="cb5-29"><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">def</span> lcz_legend_handles():</span>
<span id="cb5-30">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">return</span> [</span>
<span id="cb5-31">        Patch(facecolor<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_dict[c][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'color'</span>],</span>
<span id="cb5-32">              label<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f"LCZ </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>lcz_dict[c][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'alt_code'</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>lcz_dict[c][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'name'</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span>)</span>
<span id="cb5-33">        <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> c <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">18</span>)</span>
<span id="cb5-34">    ]</span></code></pre></div></div>
</details>
</div>
</section>
<section id="build-tif-spatial-index" class="level2">
<h2 class="anchored" data-anchor-id="build-tif-spatial-index">2. Build TIF Spatial Index</h2>
<p>Read every TIF’s bounding box into a GeoDataFrame.<br>
This lets us quickly look up which tiles cover any given polygon.</p>
<div id="cell-5" class="cell" data-execution_count="5">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb6" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb6-1">tif_paths <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sorted</span>(glob.glob(TIF_DIR <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'*.tif'</span>))</span>
<span id="cb6-2"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(tif_paths)<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> TIF tiles'</span>)</span>
<span id="cb6-3"></span>
<span id="cb6-4"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Read CRS from the first tile</span></span>
<span id="cb6-5"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">with</span> rasterio.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">open</span>(tif_paths[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]) <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> src:</span>
<span id="cb6-6">    TIF_CRS <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> src.crs</span>
<span id="cb6-7">    <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'CRS:'</span>, TIF_CRS)</span>
<span id="cb6-8">    <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'resolution:'</span>, src.res)</span>
<span id="cb6-9">    <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'bands:'</span>, src.count)</span>
<span id="cb6-10"></span>
<span id="cb6-11">records <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> []</span>
<span id="cb6-12"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> p <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> tif_paths:</span>
<span id="cb6-13">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">with</span> rasterio.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">open</span>(p) <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> src:</span>
<span id="cb6-14">        records.append({<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'path'</span>: p, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'geometry'</span>: shapely_box(<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span>src.bounds)})</span>
<span id="cb6-15"></span>
<span id="cb6-16">tif_index <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gpd.GeoDataFrame(records, crs<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>TIF_CRS)</span>
<span id="cb6-17">tif_index.plot(figsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>), edgecolor<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'steelblue'</span>, facecolor<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'none'</span>)</span>
<span id="cb6-18">plt.title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'TIF tile coverage'</span>)</span>
<span id="cb6-19">plt.show()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>56 TIF tiles
CRS: EPSG:32737
resolution: (10.0, 10.0)
bands: 128</code></pre>
</div>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2026-03-15-weekly-notes_files/figure-html/cell-6-output-2.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
</section>
<section id="load-labels" class="level2">
<h2 class="anchored" data-anchor-id="load-labels">3. Load Labels</h2>
<p>So2Sat patches are 320 m × 320 m polygons (32 px at 10 m/px), each with a single LCZ class.<br>
The polygons <strong>overlap</strong> — adjacent patches share boundary pixels.<br>
We handle this by treating each polygon as an independent training sample,<br>
so overlaps never appear within a single patch.</p>
<div id="cell-7" class="cell" data-execution_count="6">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb8" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb8-1">gdf_wgs84 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gpd.read_file(LABEL_PATH)</span>
<span id="cb8-2">gdf <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gdf_wgs84.to_crs(TIF_CRS)</span>
<span id="cb8-3"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Polygons: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(gdf)<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">  |  CRS: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>gdf<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>crs<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span>)</span>
<span id="cb8-4"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'LCZ range: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>gdf[LABEL_COL]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>()<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> - </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>gdf[LABEL_COL]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span>()<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span>)</span>
<span id="cb8-5"></span>
<span id="cb8-6">fig, axes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.subplots(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, figsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">14</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">5</span>))</span>
<span id="cb8-7"></span>
<span id="cb8-8"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Map: colour each polygon by its exact LCZ hex colour</span></span>
<span id="cb8-9">gdf.plot(color<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>gdf[LABEL_COL].<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">map</span>(<span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">lambda</span> c: lcz_dict[c][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'color'</span>]), ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>], alpha<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.9</span>)</span>
<span id="cb8-10">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'So2Sat LCZ patches (Nairobi)'</span>)</span>
<span id="cb8-11">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_xlabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Easting (m)'</span>)</span>
<span id="cb8-12">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_ylabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Northing (m)'</span>)</span>
<span id="cb8-13"></span>
<span id="cb8-14"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Bar chart: one bar per class, coloured with LCZ palette</span></span>
<span id="cb8-15">counts <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gdf[LABEL_COL].value_counts().sort_index()</span>
<span id="cb8-16">bar_colors <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [lcz_dict[c][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'color'</span>] <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> c <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> counts.index]</span>
<span id="cb8-17">counts.plot.bar(ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>], color<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>bar_colors, edgecolor<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'grey'</span>, linewidth<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.4</span>)</span>
<span id="cb8-18">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Class distribution'</span>)</span>
<span id="cb8-19">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_xlabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'LCZ class'</span>)</span>
<span id="cb8-20">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_ylabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Count'</span>)</span>
<span id="cb8-21">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_xticklabels(</span>
<span id="cb8-22">    [<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f"</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>c<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>lcz_dict[c][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'alt_code'</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">"</span> <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> c <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> counts.index], rotation<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span></span>
<span id="cb8-23">)</span>
<span id="cb8-24"></span>
<span id="cb8-25"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Shared legend</span></span>
<span id="cb8-26">fig.legend(handles<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_legend_handles(), fontsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">9</span>, ncol<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>,</span>
<span id="cb8-27">           loc<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'lower center'</span>, bbox_to_anchor<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.12</span>), framealpha<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.8</span>)</span>
<span id="cb8-28"></span>
<span id="cb8-29">plt.tight_layout()</span>
<span id="cb8-30">plt.show()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>Polygons: 4828  |  CRS: PROJCS["WGS 84 / UTM zone 37S",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",39],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",10000000],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32737"]]
LCZ range: 1 - 17</code></pre>
</div>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2026-03-15-weekly-notes_files/figure-html/cell-7-output-2.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
</section>
<section id="polygon-patch-dataset" class="level2">
<h2 class="anchored" data-anchor-id="polygon-patch-dataset">4. Polygon Patch Dataset</h2>
<p>Each item in the dataset is one So2Sat polygon: - <strong>image</strong>: <code>(128, 32, 32)</code> Tessera embedding cropped to the polygon bounds<br>
- <strong>mask</strong>: <code>(32, 32)</code> filled with the polygon’s LCZ class (0-indexed)</p>
<p>When a polygon crosses multiple TIF tiles, <code>rasterio.merge</code> mosaics them first.<br>
Overlapping polygons are not a problem — each is an independent sample.</p>
<div id="cell-9" class="cell" data-execution_count="7">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb10" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb10-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">class</span> PolygonPatchDataset(Dataset):</span>
<span id="cb10-2">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">"""One sample per So2Sat polygon: (128, 32, 32) embedding + (32, 32) class mask."""</span></span>
<span id="cb10-3"></span>
<span id="cb10-4">    <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">def</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">__init__</span>(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, gdf, tif_index, label_col, patch_size<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">32</span>):</span>
<span id="cb10-5">        <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.gdf <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gdf.reset_index(drop<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb10-6">        <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.tif_index <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> tif_index</span>
<span id="cb10-7">        <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.label_col <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> label_col</span>
<span id="cb10-8">        <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> patch_size</span>
<span id="cb10-9"></span>
<span id="cb10-10">    <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">def</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">__len__</span>(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>):</span>
<span id="cb10-11">        <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">return</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.gdf)</span>
<span id="cb10-12"></span>
<span id="cb10-13">    <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">def</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">__getitem__</span>(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>, idx):</span>
<span id="cb10-14">        row <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.gdf.iloc[idx]</span>
<span id="cb10-15">        bounds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> row.geometry.bounds          <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># (minx, miny, maxx, maxy)</span></span>
<span id="cb10-16">        label <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(row[<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.label_col]) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 1-based -&gt; 0-based</span></span>
<span id="cb10-17"></span>
<span id="cb10-18">        covering <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.tif_index[<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.tif_index.intersects(row.geometry)]</span>
<span id="cb10-19">        <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> rasterio</span>
<span id="cb10-20">        <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> covering.empty:</span>
<span id="cb10-21">            image <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> torch.zeros(IN_CHANNELS, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size)</span>
<span id="cb10-22">        <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">elif</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(covering) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>:</span>
<span id="cb10-23">            </span>
<span id="cb10-24">            <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">with</span> rasterio.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">open</span>(covering.iloc[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'path'</span>]) <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> src:</span>
<span id="cb10-25">                win <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> rasterio.windows.from_bounds(<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span>bounds, transform<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>src.transform)</span>
<span id="cb10-26">                data <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> src.read(window<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>win, out_shape<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(src.count, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size),</span>
<span id="cb10-27">                                resampling<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>rasterio.enums.Resampling.bilinear,</span>
<span id="cb10-28">                                boundless<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>, fill_value<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.0</span>)</span>
<span id="cb10-29">            image <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> torch.from_numpy(data.astype(np.float32))</span>
<span id="cb10-30">        <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">else</span>:</span>
<span id="cb10-31">            <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Polygon spans multiple tiles — mosaic them first</span></span>
<span id="cb10-32">            srcs <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [rasterio.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">open</span>(p) <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> p <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> covering[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'path'</span>]]</span>
<span id="cb10-33">            mosaic, mosaic_transform <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> merge(srcs, bounds<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>bounds)</span>
<span id="cb10-34">            <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> s <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> srcs:</span>
<span id="cb10-35">                s.close()</span>
<span id="cb10-36">            <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Resize mosaic to fixed patch_size</span></span>
<span id="cb10-37">            <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> rasterio.transform <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> from_bounds <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> tfm_from_bounds</span>
<span id="cb10-38">            <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> rasterio.warp</span>
<span id="cb10-39">            out <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.zeros((mosaic.shape[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>], <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size), dtype<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>np.float32)</span>
<span id="cb10-40">            dst_transform <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> tfm_from_bounds(<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span>bounds, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size)</span>
<span id="cb10-41">            <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> b <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(mosaic.shape[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]):</span>
<span id="cb10-42">                rasterio.warp.reproject(</span>
<span id="cb10-43">                    source<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>mosaic[b].astype(np.float32),</span>
<span id="cb10-44">                    destination<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>out[b],</span>
<span id="cb10-45">                    src_transform<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>mosaic_transform,</span>
<span id="cb10-46">                    src_crs<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>TIF_CRS,</span>
<span id="cb10-47">                    dst_transform<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>dst_transform,</span>
<span id="cb10-48">                    dst_crs<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>TIF_CRS,</span>
<span id="cb10-49">                    resampling<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>rasterio.enums.Resampling.bilinear,</span>
<span id="cb10-50">                )</span>
<span id="cb10-51">            image <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> torch.from_numpy(out)</span>
<span id="cb10-52"></span>
<span id="cb10-53">        mask <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> torch.full((<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">self</span>.patch_size), label, dtype<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>torch.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">long</span>)</span>
<span id="cb10-54">        <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">return</span> image, mask</span></code></pre></div></div>
</details>
</div>
</section>
<section id="train-val-split" class="level2">
<h2 class="anchored" data-anchor-id="train-val-split">5. Train / Val Split</h2>
<div id="cell-11" class="cell" data-execution_count="8">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb11" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb11-1">rng <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.random.default_rng(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">42</span>)</span>
<span id="cb11-2">perm <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> rng.permutation(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(gdf))</span>
<span id="cb11-3">n_train <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(<span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.8</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(gdf))</span>
<span id="cb11-4"></span>
<span id="cb11-5">train_gdf <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gdf.iloc[perm[:n_train]]</span>
<span id="cb11-6">val_gdf   <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gdf.iloc[perm[n_train:]]</span>
<span id="cb11-7"></span>
<span id="cb11-8">train_ds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> PolygonPatchDataset(train_gdf, tif_index, LABEL_COL, PATCH_SIZE)</span>
<span id="cb11-9">val_ds   <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> PolygonPatchDataset(val_gdf,   tif_index, LABEL_COL, PATCH_SIZE)</span>
<span id="cb11-10"></span>
<span id="cb11-11">train_loader <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> DataLoader(train_ds, batch_size<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>BATCH_SIZE, shuffle<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>,  num_workers<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span>)</span>
<span id="cb11-12">val_loader   <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> DataLoader(val_ds,   batch_size<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>BATCH_SIZE, shuffle<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>, num_workers<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span>)</span>
<span id="cb11-13"></span>
<span id="cb11-14"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Train: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(train_ds)<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">  |  Val: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(val_ds)<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span>)</span>
<span id="cb11-15"></span>
<span id="cb11-16"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Sanity check</span></span>
<span id="cb11-17">img, mask <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> train_ds[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]</span>
<span id="cb11-18"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'image: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>img<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>shape<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>img<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>dtype<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">  |  mask: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>mask<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>shape<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>mask<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>dtype<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">  |  label: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>mask[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>,<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>item()<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span>)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>Train: 3862  |  Val: 966
image: torch.Size([128, 32, 32]) torch.float32  |  mask: torch.Size([32, 32]) torch.int64  |  label: 6</code></pre>
</div>
</div>
<section id="visualise-a-batch" class="level3">
<h3 class="anchored" data-anchor-id="visualise-a-batch">Visualise a batch</h3>
<div id="cell-13" class="cell" data-execution_count="9">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb13" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb13-1">images, masks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">next</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">iter</span>(train_loader))</span>
<span id="cb13-2">n_show <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span></span>
<span id="cb13-3">fig, axes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.subplots(n_show, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, figsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> n_show))</span>
<span id="cb13-4"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> i <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(n_show):</span>
<span id="cb13-5">    img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> images[i, :<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>].permute(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>).numpy()</span>
<span id="cb13-6">    img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> img.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>()) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> (img.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span>() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> img.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1e-8</span>)</span>
<span id="cb13-7">    cls <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> masks[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].item() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 0-indexed -&gt; 1-indexed</span></span>
<span id="cb13-8">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].imshow(img)</span>
<span id="cb13-9">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Tessera bands 0-2'</span>)</span>
<span id="cb13-10">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].axis(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'off'</span>)</span>
<span id="cb13-11">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].imshow(masks[i].numpy(), cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_norm)</span>
<span id="cb13-12">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_title(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'LCZ </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>cls<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>lcz_dict[cls][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"name"</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span>)</span>
<span id="cb13-13">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].axis(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'off'</span>)</span>
<span id="cb13-14">plt.tight_layout()</span>
<span id="cb13-15">plt.show()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2026-03-15-weekly-notes_files/figure-html/cell-10-output-1.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
</section>
</section>
<section id="unet-model" class="level2">
<h2 class="anchored" data-anchor-id="unet-model">6. UNet Model</h2>
<p>Using the <code>UNet</code> from <code>train_unet.py</code> with the <code>small</code> preset <code>(depth=3, base=32)</code>.<br>
Available: <code>nano (2,8)</code>, <code>small (3,32)</code>, <code>base (3,48)</code>, <code>medium (4,32)</code>, <code>large (4,48)</code>.</p>
<div id="cell-15" class="cell" data-execution_count="10">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb14" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb14-1">PRESET <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'small'</span></span>
<span id="cb14-2">depth, base_features <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> UNet.PRESETS[PRESET]</span>
<span id="cb14-3"></span>
<span id="cb14-4">model <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> UNet(</span>
<span id="cb14-5">    in_channels<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>IN_CHANNELS,</span>
<span id="cb14-6">    num_classes<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>NUM_CLASSES,</span>
<span id="cb14-7">    depth<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>depth,</span>
<span id="cb14-8">    base_features<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>base_features,</span>
<span id="cb14-9">    bottleneck_dropout<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.3</span>,</span>
<span id="cb14-10">).to(DEVICE)</span>
<span id="cb14-11"></span>
<span id="cb14-12"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Preset: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>PRESET<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">  (depth=</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>depth<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">, base=</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>base_features<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">)'</span>)</span>
<span id="cb14-13"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Parameters: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>(p.numel() <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> p <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> model.parameters())<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:,}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span>)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>Preset: small  (depth=3, base=32)
Parameters: 1,963,537</code></pre>
</div>
</div>
</section>
<section id="training-loop" class="level2">
<h2 class="anchored" data-anchor-id="training-loop">7. Training Loop</h2>
<p>Loss: <code>(1 − dice_weight) × CrossEntropy + dice_weight × MulticlassDice</code><br>
<code>MulticlassDiceLoss</code> is macro-averaged over present classes, ignoring <code>ignore_index=-1</code>.</p>
<div id="cell-17" class="cell" data-execution_count="11">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb16" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb16-1">ce_loss   <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> nn.CrossEntropyLoss()</span>
<span id="cb16-2">dice_loss <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> MulticlassDiceLoss(NUM_CLASSES)</span>
<span id="cb16-3">optimizer <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> optim.Adam(model.parameters(), lr<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1e-3</span>, weight_decay<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1e-4</span>)</span>
<span id="cb16-4">scheduler <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> optim.lr_scheduler.CosineAnnealingLR(optimizer, T_max<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>EPOCHS)</span>
<span id="cb16-5"></span>
<span id="cb16-6"><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">def</span> combined_loss(logits, masks):</span>
<span id="cb16-7">    ce   <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ce_loss(logits, masks)</span>
<span id="cb16-8">    dice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> dice_loss(logits, masks)</span>
<span id="cb16-9">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">return</span> (<span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1.0</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> DICE_WEIGHT) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> ce <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> DICE_WEIGHT <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> dice, ce, dice</span>
<span id="cb16-10"></span>
<span id="cb16-11"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> epoch <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, EPOCHS <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>):</span>
<span id="cb16-12">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- train ---</span></span>
<span id="cb16-13">    model.train()</span>
<span id="cb16-14">    t_loss <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> t_ce <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> t_dice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.0</span></span>
<span id="cb16-15">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> images, masks <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> train_loader:</span>
<span id="cb16-16">        images, masks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> images.to(DEVICE), masks.to(DEVICE)</span>
<span id="cb16-17">        optimizer.zero_grad()</span>
<span id="cb16-18">        loss, ce, dice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> combined_loss(model(images), masks)</span>
<span id="cb16-19">        loss.backward()</span>
<span id="cb16-20">        optimizer.step()</span>
<span id="cb16-21">        t_loss <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> loss.item()<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span> t_ce <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> ce.item()<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span> t_dice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> dice.item()</span>
<span id="cb16-22">    n <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(train_loader)</span>
<span id="cb16-23">    t_loss <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/=</span> n<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span> t_ce <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/=</span> n<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span> t_dice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/=</span> n</span>
<span id="cb16-24">    scheduler.step()</span>
<span id="cb16-25"></span>
<span id="cb16-26">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- val ---</span></span>
<span id="cb16-27">    model.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">eval</span>()</span>
<span id="cb16-28">    v_loss <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> v_ce <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> v_dice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.0</span></span>
<span id="cb16-29">    correct <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> total <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span></span>
<span id="cb16-30">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">with</span> torch.no_grad():</span>
<span id="cb16-31">        <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> images, masks <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> val_loader:</span>
<span id="cb16-32">            images, masks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> images.to(DEVICE), masks.to(DEVICE)</span>
<span id="cb16-33">            logits <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> model(images)</span>
<span id="cb16-34">            loss, ce, dice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> combined_loss(logits, masks)</span>
<span id="cb16-35">            v_loss <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> loss.item()<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span> v_ce <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> ce.item()<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span> v_dice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> dice.item()</span>
<span id="cb16-36">            preds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> logits.argmax(dim<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>)</span>
<span id="cb16-37">            correct <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> (preds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> masks).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">sum</span>().item()</span>
<span id="cb16-38">            total   <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+=</span> masks.numel()</span>
<span id="cb16-39">    m <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(val_loader)</span>
<span id="cb16-40">    v_loss <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/=</span> m<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span> v_ce <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/=</span> m<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">;</span> v_dice <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/=</span> m</span>
<span id="cb16-41"></span>
<span id="cb16-42">    <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(</span>
<span id="cb16-43">        <span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Epoch </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>epoch<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:02d}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">/</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>EPOCHS<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span></span>
<span id="cb16-44">        <span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'  train=</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>t_loss<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:.4f}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> (ce=</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>t_ce<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:.4f}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> dice=</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>t_dice<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:.4f}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">)'</span></span>
<span id="cb16-45">        <span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'  val=</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>v_loss<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:.4f}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> (ce=</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>v_ce<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:.4f}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> dice=</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>v_dice<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:.4f}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">)'</span></span>
<span id="cb16-46">        <span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'  val_acc=</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>correct<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span>total<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:.4f}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span></span>
<span id="cb16-47">    )</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>Epoch 01/5  train=0.8171 (ce=1.1119 dice=0.5223)  val=0.4026 (ce=0.5040 dice=0.3013)  val_acc=0.8433
Epoch 02/5  train=0.4562 (ce=0.6010 dice=0.3114)  val=0.3021 (ce=0.3795 dice=0.2247)  val_acc=0.8929
Epoch 03/5  train=0.3594 (ce=0.4779 dice=0.2409)  val=0.2186 (ce=0.2721 dice=0.1650)  val_acc=0.9143
Epoch 04/5  train=0.2891 (ce=0.3783 dice=0.1999)  val=0.1821 (ce=0.2249 dice=0.1394)  val_acc=0.9303
Epoch 05/5  train=0.2536 (ce=0.3308 dice=0.1763)  val=0.1641 (ce=0.2019 dice=0.1264)  val_acc=0.9421</code></pre>
</div>
</div>
</section>
<section id="visualise-predictions" class="level2">
<h2 class="anchored" data-anchor-id="visualise-predictions">8. Visualise Predictions</h2>
<div id="cell-19" class="cell" data-execution_count="12">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb18" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb18-1">model.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">eval</span>()</span>
<span id="cb18-2">images, masks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">next</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">iter</span>(val_loader))</span>
<span id="cb18-3"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">with</span> torch.no_grad():</span>
<span id="cb18-4">    preds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> model(images.to(DEVICE)).argmax(dim<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>).cpu()</span>
<span id="cb18-5"></span>
<span id="cb18-6">n_show <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span></span>
<span id="cb18-7">fig, axes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.subplots(n_show, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>, figsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">9</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> n_show))</span>
<span id="cb18-8"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> i <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(n_show):</span>
<span id="cb18-9">    img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> images[i, :<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>].permute(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>).numpy()</span>
<span id="cb18-10">    img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> img.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>()) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> (img.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span>() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> img.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1e-8</span>)</span>
<span id="cb18-11">    gt_cls   <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> masks[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].item() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span></span>
<span id="cb18-12">    pred_cls <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> preds[i].flatten().mode().values.item() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span></span>
<span id="cb18-13">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].imshow(img)</span>
<span id="cb18-14">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Bands 0-2'</span>)</span>
<span id="cb18-15">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].axis(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'off'</span>)</span>
<span id="cb18-16">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].imshow(masks[i].numpy(), cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_norm)</span>
<span id="cb18-17">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_title(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'GT: LCZ </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>gt_cls<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> (</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>lcz_dict[gt_cls][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">)'</span>)</span>
<span id="cb18-18">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].axis(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'off'</span>)</span>
<span id="cb18-19">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].imshow(preds[i].numpy(), cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_norm)</span>
<span id="cb18-20">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].set_title(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Pred: LCZ </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>pred_cls<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> (</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>lcz_dict[pred_cls][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"alt_code"</span>]<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">)'</span>)</span>
<span id="cb18-21">    axes[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].axis(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'off'</span>)</span>
<span id="cb18-22">plt.tight_layout()</span>
<span id="cb18-23">plt.show()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2026-03-15-weekly-notes_files/figure-html/cell-13-output-1.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
</section>
<section id="full-roi-prediction-with-torchgeo" class="level2">
<h2 class="anchored" data-anchor-id="full-roi-prediction-with-torchgeo">9. Full-ROI Prediction with torchgeo</h2>
<p>Use torchgeo’s <code>RasterDataset</code> + <code>GridGeoSampler</code> to tile the entire label area,<br>
run inference on each patch, then mosaic the results into a single prediction map.</p>
<div id="108fh19fzwe" class="cell" data-execution_count="13">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb19" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb19-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> torchgeo.datasets <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> RasterDataset</span>
<span id="cb19-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> torchgeo.samplers <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> GridGeoSampler, Units</span>
<span id="cb19-3"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> torchgeo.datasets.utils <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> stack_samples</span>
<span id="cb19-4"></span>
<span id="cb19-5"><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">class</span> TesseraDataset(RasterDataset):</span>
<span id="cb19-6">    filename_glob <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'*.tif'</span></span>
<span id="cb19-7"></span>
<span id="cb19-8">tessera_ds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> TesseraDataset(paths<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>TIF_DIR)</span>
<span id="cb19-9"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Tiles: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(tessera_ds.index)<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">  CRS: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>tessera_ds<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>crs<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">  res: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>tessera_ds<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>res<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span>)</span>
<span id="cb19-10"></span>
<span id="cb19-11"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Restrict inference to the So2Sat label area</span></span>
<span id="cb19-12">roi_minx, roi_miny, roi_maxx, roi_maxy <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gdf.total_bounds</span>
<span id="cb19-13">roi <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> shapely_box(roi_minx, roi_miny, roi_maxx, roi_maxy)</span>
<span id="cb19-14"></span>
<span id="cb19-15">pred_sampler <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> GridGeoSampler(</span>
<span id="cb19-16">    tessera_ds, size<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>PATCH_SIZE, stride<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>PATCH_SIZE, roi<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>roi, units<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>Units.PIXELS</span>
<span id="cb19-17">)</span>
<span id="cb19-18"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Inference patches: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(pred_sampler)<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">'</span>)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>Tiles: 56  CRS: PROJCS["WGS 84 / UTM zone 37S",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",39],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",10000000],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32737"]]  res: (10.0, 10.0)
Inference patches: 8008</code></pre>
</div>
</div>
<div id="v402pn9rban" class="cell" data-execution_count="14">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb21" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb21-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">def</span> pred_collate(batch):</span>
<span id="cb21-2">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># stack_samples handles stacking tensor fields; 'bounds' is a (9,) tensor per sample</span></span>
<span id="cb21-3">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># -&gt; stacked to (N, 9): [minx, maxx, xstep, miny, maxy, ystep, tmin, tmax, tstep]</span></span>
<span id="cb21-4">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">return</span> stack_samples(batch)</span>
<span id="cb21-5"></span>
<span id="cb21-6">pred_loader <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> DataLoader(</span>
<span id="cb21-7">    tessera_ds, batch_size<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>BATCH_SIZE, sampler<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pred_sampler,</span>
<span id="cb21-8">    num_workers<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span>, collate_fn<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>pred_collate,</span>
<span id="cb21-9">)</span>
<span id="cb21-10"></span>
<span id="cb21-11"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Run inference, collect (pred_patch, minx, miny, maxx, maxy) per patch</span></span>
<span id="cb21-12">model.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">eval</span>()</span>
<span id="cb21-13">patch_results <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> []  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># list of (H, W) arrays with their spatial bbox</span></span>
<span id="cb21-14">res <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> tessera_ds.res[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># scalar pixel size in CRS units</span></span>
<span id="cb21-15"></span>
<span id="cb21-16"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">with</span> torch.no_grad():</span>
<span id="cb21-17">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> batch <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> pred_loader:</span>
<span id="cb21-18">        logits <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> model(batch[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'image'</span>].<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">float</span>().to(DEVICE))</span>
<span id="cb21-19">        preds  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> logits.argmax(dim<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>).cpu().numpy()  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># (N, H, W)</span></span>
<span id="cb21-20">        bounds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> batch[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'bounds'</span>]                     <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># (N, 9) tensor</span></span>
<span id="cb21-21">        <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> i <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(preds.shape[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]):</span>
<span id="cb21-22">            minx <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">float</span>(bounds[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>])</span>
<span id="cb21-23">            maxx <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">float</span>(bounds[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>])</span>
<span id="cb21-24">            miny <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">float</span>(bounds[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>])</span>
<span id="cb21-25">            maxy <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">float</span>(bounds[i, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span>])</span>
<span id="cb21-26">            patch_results.append((preds[i], minx, miny, maxx, maxy))</span>
<span id="cb21-27"></span>
<span id="cb21-28"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Collected </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(patch_results)<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> patches'</span>)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>Collected 8008 patches</code></pre>
</div>
</div>
<div id="w40ne10df8e" class="cell" data-execution_count="15">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb23" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb23-1"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Assemble patches into a full raster</span></span>
<span id="cb23-2">all_minx <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>(p[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>] <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> p <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> patch_results)</span>
<span id="cb23-3">all_miny <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>(p[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>] <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> p <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> patch_results)</span>
<span id="cb23-4">all_maxx <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span>(p[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>] <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> p <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> patch_results)</span>
<span id="cb23-5">all_maxy <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span>(p[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span>] <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> p <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> patch_results)</span>
<span id="cb23-6"></span>
<span id="cb23-7">out_w <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">round</span>((all_maxx <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> all_minx) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> res))</span>
<span id="cb23-8">out_h <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">round</span>((all_maxy <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> all_miny) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> res))</span>
<span id="cb23-9">raster <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.full((out_h, out_w), fill_value<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, dtype<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>np.int16)</span>
<span id="cb23-10"></span>
<span id="cb23-11"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> pred, minx, miny, maxx, maxy <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> patch_results:</span>
<span id="cb23-12">    col <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">round</span>((minx <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> all_minx) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> res))</span>
<span id="cb23-13">    row <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">round</span>((all_maxy <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> maxy) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> res))</span>
<span id="cb23-14">    ph, pw <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pred.shape</span>
<span id="cb23-15">    raster[row:row <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> ph, col:col <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> pw] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pred</span>
<span id="cb23-16"></span>
<span id="cb23-17"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Raster: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>out_h<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> × </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>out_w<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> px  (</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>out_h <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> res <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1000</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:.1f}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> × </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>out_w <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">*</span> res <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1000</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:.1f}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> km)'</span>)</span>
<span id="cb23-18"></span>
<span id="cb23-19">extent_utm <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [all_minx, all_maxx, all_miny, all_maxy]</span>
<span id="cb23-20">masked_raster <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.ma.masked_where(raster <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, raster)</span>
<span id="cb23-21"></span>
<span id="cb23-22">fig, axes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.subplots(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, figsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">16</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">7</span>))</span>
<span id="cb23-23"></span>
<span id="cb23-24"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Left: predicted LCZ map</span></span>
<span id="cb23-25">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].imshow(masked_raster, cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_norm,</span>
<span id="cb23-26">               extent<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>extent_utm, origin<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'upper'</span>, interpolation<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'nearest'</span>)</span>
<span id="cb23-27">gdf.boundary.plot(ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>], color<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'white'</span>, linewidth<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.3</span>, alpha<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.4</span>)</span>
<span id="cb23-28">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Predicted LCZ (full ROI)'</span>)</span>
<span id="cb23-29">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_xlabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Easting (m)'</span>)</span>
<span id="cb23-30">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_ylabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Northing (m)'</span>)</span>
<span id="cb23-31"></span>
<span id="cb23-32"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Right: ground-truth labels</span></span>
<span id="cb23-33">gdf.plot(color<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>gdf[LABEL_COL].<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">map</span>(<span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">lambda</span> c: lcz_dict[c][<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'color'</span>]), ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>], alpha<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.9</span>)</span>
<span id="cb23-34">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Ground truth (So2Sat patches)'</span>)</span>
<span id="cb23-35">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_xlabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Easting (m)'</span>)</span>
<span id="cb23-36">axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_ylabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Northing (m)'</span>)</span>
<span id="cb23-37"></span>
<span id="cb23-38"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Shared legend</span></span>
<span id="cb23-39">fig.legend(handles<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>lcz_legend_handles(), fontsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">9</span>, ncol<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>,</span>
<span id="cb23-40">           loc<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'lower center'</span>, bbox_to_anchor<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.09</span>), framealpha<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.8</span>)</span>
<span id="cb23-41"></span>
<span id="cb23-42">plt.tight_layout()</span>
<span id="cb23-43">plt.show()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>Raster: 2441 × 3297 px  (24.4 × 33.0 km)</code></pre>
</div>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2026-03-15-weekly-notes_files/figure-html/cell-16-output-2.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
</section>
<section id="export-prediction-to-geotiff" class="level2">
<h2 class="anchored" data-anchor-id="export-prediction-to-geotiff">10. Export Prediction to GeoTIFF</h2>
<div id="ryukbz712go" class="cell" data-execution_count="16">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb25" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb25-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> rasterio.transform <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> from_bounds <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> rasterio_from_bounds</span>
<span id="cb25-2"></span>
<span id="cb25-3">output_path <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'nairobi_lcz_</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>PRESET<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">_prediction.tif'</span></span>
<span id="cb25-4"></span>
<span id="cb25-5">transform <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> rasterio_from_bounds(all_minx, all_miny, all_maxx, all_maxy, out_w, out_h)</span>
<span id="cb25-6"></span>
<span id="cb25-7"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Write 1-indexed classes (0 = nodata) so the file is self-consistent with lcz_dict</span></span>
<span id="cb25-8">export_raster <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.where(raster <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, raster <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>).astype(np.uint8)</span>
<span id="cb25-9"></span>
<span id="cb25-10"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">with</span> rasterio.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">open</span>(</span>
<span id="cb25-11">    output_path, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'w'</span>,</span>
<span id="cb25-12">    driver<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'GTiff'</span>,</span>
<span id="cb25-13">    height<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>out_h, width<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>out_w,</span>
<span id="cb25-14">    count<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>,</span>
<span id="cb25-15">    dtype<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'uint8'</span>,</span>
<span id="cb25-16">    crs<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>TIF_CRS,</span>
<span id="cb25-17">    transform<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>transform,</span>
<span id="cb25-18">    nodata<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>,</span>
<span id="cb25-19">) <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> dst:</span>
<span id="cb25-20">    dst.write(export_raster, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>)</span>
<span id="cb25-21"></span>
<span id="cb25-22"><span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Saved: </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>output_path<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">  (</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>out_h<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">×</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>out_w<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;"> px, CRS=</span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>TIF_CRS<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">.</span>to_epsg()<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">)'</span>)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>Saved: nairobi_lcz_small_prediction.tif  (2441×3297 px, CRS=32737)</code></pre>
</div>
</div>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>tessera</category>
  <guid>https://ancazugo.github.io/posts/2026-03-15-weekly-notes.html</guid>
  <pubDate>Sun, 15 Mar 2026 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-03-15-week.png" medium="image" type="image/png" height="64" width="144"/>
</item>
<item>
  <title>Weekly Notes - 2026-03-08</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2026-03-08-weekly-notes.html</link>
  <description><![CDATA[ 





<section id="introduction" class="level1">
<h1>Introduction</h1>
<p>The last two weeks have been entirely dedicated to working on the model for LCZ zones. I will talk about experiment design and some preliminary results I’ve gotten from the model so far.</p>
</section>
<section id="lcz-classification" class="level1">
<h1>LCZ Classification</h1>
<p>As mentioned in previous posts, I intend to use the So2Sat LCZ42 dataset to train a model to classify LCZ zones in major urban areas. Choosing an initial case study was crucial for evaluating the feasibility of the project. The two main reasons for selection were:</p>
<ol type="1">
<li>There are So2Sat patches in said city</li>
<li>There are embeddings (AlphaEarth and TESSERA) readily available for the city for 2017</li>
</ol>
<p>With that said, with Anil we had decided to work with Paris or Madrid. However, we had ignored on key factor: <strong>change in land use over time</strong>. (Most) major European cities have not had major changes in land use for urban expansion for the last decade, so seeing change in LCZ distribution over time was very unlikely. On the other hand, cities in Latin America and Africa have massively grown in extension so even in a 10-year span land use can vary a lot. I can talk about this from experience (see Bogotá in Google Earth). For this reason, Nairobi was an obvious choice and also because I happen to be working on a project with <a href="https://adenkumary.github.io/">Saitabau Kumary</a> on building efficiency there.</p>
<section id="model-design" class="level2">
<h2 class="anchored" data-anchor-id="model-design">Model Design</h2>
<p>Initially, I treated the problem as a classification task (the kind of cat vs dog in images), but after many different combinations of models and embeddings, the results were not promising. I tried using ResNet18 and ResNet50 with ImageNet weights and sensor-agnostic weights from <code>torchgeo</code> with both Tessera and AlphaEarth but none of them were able to perform at the same level as standard RF or MLP models that use pixel sampling and do not consider the spatial information. So with this is mind, I adapted Sadiq’s U-net example for Tessera embeddings for solar power detection. In this case, it uses Dice and Cross-entropy losses to train the model, but it doesn’t punish misclassification in areas where labels are not available, which is in pretty much all the ROI. And the results look pretty good, but I did encounter an issue with stitiching the tiles together. I tried the models with zero padding first and then reflection padding, but they still have a 32-px wide artifact in the edges. Worth noting that implementing reflection padding improved the models a bit.</p>
<p>In these models both Tessera and AlphaEarth perform similarly, at least according to training metrics. Below is a preliminary map Saitabau and I designed for his project. Interestingly, the best models were those trained using the medium size U-net, not the larger ones. Overall it is able to differentiate between built-up and natural areas, but it misclassifies some of the classes (notably water, which is not very present in Nairobi). It does well between the first 7 classes (compact and open). In those underrepresented classes is where simpler models perform better, but it’s because they use a similar number of pixels per class.</p>
<p>Since I want to see change in time, I used the weights from these models to do inference on embeddings from 2025, but the results were reversed than what actually happened in Nairobi (the results show less densification of built-up areas).</p>
<p>A big shout-out to the team behind So2Sat dataset for kindly updating and correcting the georeferencing metadata for the patches. At the moment, I’m trying to do experiments with European cities, starting with London and then Paris.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-03-08-week.png" class="img-fluid figure-img"></p>
<figcaption>Nairobi LCZs from 2017 as predicted from AlphaEarth embeddings</figcaption>
</figure>
</div>
</section>
</section>
<section id="other-stuff" class="level1">
<h1>Other Stuff</h1>
<p>I recently started working on a project to use ariborne images to evaluate vegetation health in Wales (details to be shared in time). Likely this will include some of the methods I’ve already used but incorporating ground surveys and drone imagery from the area.</p>
<p>In addition to this, the last few days have been pretty busy preparing and running the half-marathon in Cambridge (I survived, my left knee didn’t 😂). Expect a post about how I used Gemini and Garmin data to prepare for the race.</p>
<p>Also, I’ve been preparing a visit from Colombian government officials to the university this coming week to commemorate the 10th anniversary of the peace agreement with FARC, which I’ll be moderating and translating. This is the first of a series of seminars we will host at <a href="https://cucolombiansociety.wixsite.com/home">CUCOL</a> until the end of the academic year in June. This comes in a very interesting timing, not only due to the context of international relationships in <a href="https://www.bbc.co.uk/news/live/c9vx9zkn2pzt">the Americas in the last few months</a>, but also because Colombia is going through general elections, which started today with <a href="https://www.reuters.com/world/americas/colombians-vote-legislative-contest-presidential-primaries-2026-03-08/">congressional elections</a> and will end in couple of months with the presidential elections. So this is a good opportunity to showcase the work Colombian researchers are doing in Cambridge and hopefully draw some (much needed) attention towards R+D in the country.</p>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <guid>https://ancazugo.github.io/posts/2026-03-08-weekly-notes.html</guid>
  <pubDate>Sun, 08 Mar 2026 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-03-08-week.png" medium="image" type="image/png" height="102" width="144"/>
</item>
<item>
  <title>Weekly Notes - 2026-02-15</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2026-02-15-weekly-notes.html</link>
  <description><![CDATA[ 





<section id="introduction" class="level1">
<h1>Introduction</h1>
<p>This is quite a large update as it includes everything I’ve done for the past two weeks. I’ll talk about the LCZ classification and road mapping projects as well as my first actual experience with Claude Code and a cool toy example.</p>
</section>
<section id="lcz-classification" class="level1">
<h1>LCZ Classification</h1>
<p>It turns out that getting the right labels for LCZ classes is more complicated than expected. As mentioned in previous posts, I intended to use the So2Sat LCZ42 dataset, which was manually created by the authors. They provide a helpful script to download and decompress the datarray of 320 x 320 m patches, including Sentinel-1 and 2 data. For the past two weeks I’ve been trying to make sense of the data and making sure that I’m following the right steps to get the labels and coordinates of the patches. I’ve downloaded the ~400k dataset three times to triple check that they are right but unfortunately, I think they are actually wrong, as some of the georeferencing metadata seems to be corrupted. For instance, all the patches that (I assume) belong to London, actually fall in Celtic Sea, roughly at the same latitude as London. This is easily solvable by adjusting the metadata, but the biggest issue so far is that some of the lables are not correct, not even remotely close to what you would expect. Ignoring the georeferencing problem, features are still visible in the Sentinel-2 images and some clearly urban high rise areas are mislabelled as natural areas.</p>
<p>At the moment, I’ve reached out to the authors of the dataset to ask for their clarification on the labels and georeferencing. For now, I’m working with the Demuzere labels that are part of WUDAPT. And to be able to compare both Tessera and AlphaEarth at the same point in time, I’ve requested the Tessera embeddings for the same 42+10 cities present in the So2Sat dataset.</p>
<p>I guess related to this, I applied to go to the Urban Climate Summer School in September in Bochum, Germany. This school apparently only takes place every 4 years so I’m crossing my fingers that I get in.</p>
</section>
<section id="road-mapping" class="level1">
<h1>Road Mapping</h1>
<p>This week I resumed work on this project by searching what the best strategy is for categorising different features from OSM. Critically, OSM stores data in different layers: buildings are polygons that may be on the <code>landuse=residential</code> layer. This means that in order to map roads and other features, such as trees, croplands, water bodies, how to merge them is crucial. Merging them is not the hard part, but defining what belongs to what is, given the heterogeneity of OSM tags. With the help of LLMs and some initial categorisation I did with Charles, I think I’ve more or less defined most categories, but there will likely be and undefined label for stuff that is not captured by any of the tags/layers.</p>
</section>
<section id="claude-code-work" class="level1">
<h1>Claude Code work</h1>
<p>I feel a bit embarrassed to say that I hadn’t used Claude code until a few days ago. Most of my coding was done by a combination of my input and cursor (pro version) and ChatGPT + Gemini. While this coding setup was way more efficient than just doing it on my own, I did find that when I wanted larger tasks or reforms of the code, it would become messy and hard to track. Nonetheless, a couple of days ago I attended the Claude Society workshop in the Engineering Department, where I actually “learned” how to use Claude Code and WOW!!!!</p>
<p>First, with just two prompts I was able to do a globe with time zones using three.js. Obviously a lot can be improved, but it still is a better and faster starting point than someone learning JavaScript and three.js from scratch. First, it splitted the globe into 24 equal parts, but then I asked it to use the real time zones and where to get them. My point was to prove that the Iberian peninsula has a weird timezone, and should be the same as the UK not the Central European Time.</p>
<p>Then, I used Claude to change the Quarto base styles for my website (as you can see if you’ve been here before 😉) and generate the listings and tabs for additional content in the website like Projects and talks (this last one is still a work in progress).</p>
<p>Finally, I had this repo concept that started from the LCZ project where I wanted to make it possible to download and use in a standard way both AlphaEarth and Tessera embeddings. The idea was to use the backbone of torchgeo, which uses Pytorch lightning for easier training and inference. It was taking a long time for me to develop this from scratch, so I gave Claude my codebase, which contained functions that I had created with <code>xarray</code>, <code>gee</code>, <code>xee</code> and <code>geotessera</code> to retrieve the embeddings, store them as zarr, read them as xarray arrays and use them with Torchgeo. And Claude delivered!!!! Not without errors, of course, but I think that’s where the specialist comes in, because I was able to direct the agent to the specific error, or even I would make the changes myself. So far it’s working close to what I had in mind. I will report back on this next week as I’m still working on it.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-02-15-week.gif" class="img-fluid figure-img"></p>
<figcaption>Time Zones Globe</figcaption>
</figure>
</div>
</section>
<section id="weekly-objectives" class="level1">
<h1>Weekly Objectives</h1>
<ul>
<li>Run multi city models for LCZ classification</li>
<li>Have a look at how to get the Embedded Seamless Data embeddings (if there’s an API for that)</li>
<li>Clean code for the OSM tags to be used for road mapping</li>
<li>Ne ratez pas l’examen d’écoute de français 🇫🇷😬</li>
</ul>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>dataviz</category>
  <category>llm</category>
  <guid>https://ancazugo.github.io/posts/2026-02-15-weekly-notes.html</guid>
  <pubDate>Sun, 15 Feb 2026 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-02-15-week.gif" medium="image" type="image/gif"/>
</item>
<item>
  <title>Catching up with stuff</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2026-02-01-weekly-notes.html</link>
  <description><![CDATA[ 





<section id="introduction" class="level1">
<h1>Introduction</h1>
<p>The last week was my first back in the UK, which meant that most of the week was spent reviewing where I left things in December last year. That also included doing supervision work for the Maths and programming course I was teaching in the Department of Architecture.</p>
<section id="project" class="level2">
<h2 class="anchored" data-anchor-id="project">3-30-300 Project</h2>
<p>As mentioned in the previous post, the paper didn’t even make it to the review process so I’ve been working on tailoring it to fit the new journal. What this means is that I’ve had to tone down on certain topics like urban planning in order to make more emphasis in the environmental and natural aspect of the paper.</p>
<p>Although not related to the paper, I started the transition of the main module attached to the paper to a new project so it can be installed as a package. The idea is for the metrics to be calculated for a given city or region, regardless of whether they are in England or not (as the current code works). How I’m doing it is by extending the capabilities of the code to extract buildings from OSM, but also to give the user the option to provide their own building polygons. In addition to this, users would need to provide a tree dataset and a park one (which could be from OSM as well). The reason behind this work is because in the meetings with Ronita, we had discussed the possibility of doing a comparative study with cities outside the UK, and I wanted to reduce the amount of work required to do so, by standardising the existing one and turning it into a package.</p>
</section>
<section id="other-work" class="level2">
<h2 class="anchored" data-anchor-id="other-work">Other work</h2>
<p>As part of his PhD project, my fellow SDG member <a href="https://www.mastercardfoundation.fund.cam.ac.uk/staff/saitabau-kumary">Saitabau Kumary</a>, is working on the built up infrastructure of Nairobi in Kenya. I am part of the project and I measured some of the spectral signature across the years that Sentinel-2 is available to see how built up areas and vegetation have changed over time (see image below). Although the urban growth is not very clear, there are some patterns of NDVI reduction. We’ll likely have to narrow the analysis to a specific period in the year (e.g.&nbsp;rainy season) to avoid misinterpretation of the data due to seasonal variations.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-02-01-week.gif" class="img-fluid figure-img"></p>
<figcaption>Average NDVI for Nairobi between 2016 and 2025</figcaption>
</figure>
</div>
</section>
<section id="weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="weekly-objectives">Weekly Objectives</h2>
<ul>
<li>Prepare slides for SDG meeting next week</li>
<li>Finish corrections for the new version of the manuscript</li>
</ul>


</section>
</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <guid>https://ancazugo.github.io/posts/2026-02-01-weekly-notes.html</guid>
  <pubDate>Sun, 01 Feb 2026 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-02-01-week.gif" medium="image" type="image/gif"/>
</item>
<item>
  <title>2025 in review</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2026-01-12-year-in-review.html</link>
  <description><![CDATA[ 





<p>Late to the party as it’s already mid-January, but here’s a quick review of 2025. I will mostly talk about the projects I’ve worked on, events I’ve attended and lessons learned in the process. It’s nice to reflect on what I’ve done to have more clarity of what’s coming in 2026 as it is the last full year of my PhD.</p>
<p>First and foremost, I have to say that the thing I’m most proud of from 2025 is actually this blog. It’s been so useful to keep myself accountable for my work and see my thoughts and progress written somewhere that I can come back and review later. Not only that, but some friends and colleagues have found my posts useful too. Safe to say that I will continue posting here in 2026, probably with a bit more order to keep things tidy.</p>
<p>I got two attend two conferences this year: BIOSPACE25 in Frascati and PROPL25 in Singapore. Not only was this the first time I visited those countries, but it was also my first time doing oral presentations, as my previous experiences were only posters. The feedback I got from both of these events were very constructive to my work, particularly for the 3-30-300 project. The highlight of BIOSPACE was the opportunity to visit ESA HQ for the first time and see what people from all over the world were working on to preserve biodiversity. On the other hand, PROPL served as the first time I presented in a CS conference, which was a very enriching experience, as many of the people I interacted with were not necessarily related to environmental sciences, so it was a great to get feedback from a different perspective.</p>
<p>From a personal development standpoint, I feel like this is the year where things started to click for me in terms of how to approach my PhD. I think I know now how to structure better the projects both from technical and non-technical perspectives. One of the things I set myself to do was to write better code, almost as software engineers do. This led me to learn how to use different tools for writing documentation, coding efficiently and more modularly. This year I really understood tools like Sedona or Xarray or complex topics behind the Foundation Models. This just goes to highlight one of the biggest realisations of academia: iterative learning is the key to progress.</p>
<p>I think it wouldn’t be a fair recap of the year if I didn’t mention stuff that didn’t go as planned, because part of a PhD, and life itself, is learning from mistakes and improving the next time. At the end of the day, the goal is to fail less because that means you are learning. With that said, one year ago I set myself the goal of doing an internship during the summer, which didn’t happen in the end, despite applying to three different positions. Hopefully 2026 will be different. Also, at the very end of the year, I got the 3-30-300 paper rejected from the journal my supervisors and I had planned since the beginning, so now I’m working on making the changes to get it submitted to a different journal.</p>
<p>I want to finish this post by mentioning the things I’m really looking forward to in 2026. This is my last full year of the PhD, so I’ll be looking into wrapping up the projects I’ve been working on with the 3-30-300 and Tessera, as well as some smaller projects I’ve started recently (more info in previous posts). I will also be looking into attending more conferences and do networking. One of the things I set myself to do in 2026 is to continue my learning path of SW good practices with the goal of getting ready for what comes after the PhD, so I’m very eager to finally start learning DS&amp;A and MLOps, as those seem to be very in-demand skills in the job market.</p>
<p>Finally, I want to share one of my favorite photos of the year for the post thumbnail 😅: For the first time in my life I got to see the national tree<sup>1</sup> of Colombia in its natural habitat. The wax palm (<em>Ceroxylon quindiuense</em>) can grow up to 60 meters tall, making it the tallest palm in the world, which is impressive, but sounds even cooler when you realise that these bad boys are only found in the middle of the Andes in altitudes up to 3,000 meters above sea level. Not exactly the best place to grow a giant plant and definitely not the warm beach-like environment one would associate with a palm tree. These ones are found in the Cocora Valley (Valle del Cocora) as part of the Los Nevados National Park in the middle of the Coffee Axis, the coffee growing region of Colombia.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-01-12-year-in-review.png" class="img-fluid figure-img"></p>
<figcaption>Wax Palms in the Cocora Valley</figcaption>
</figure>
</div>




<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section id="footnotes" class="footnotes footnotes-end-of-document"><h2 class="anchored quarto-appendix-heading">Footnotes</h2>

<ol>
<li id="fn1"><p>Fun fact: palms aren’t even real trees, so what are we doing here 🤣???↩︎</p></li>
</ol>
</section><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <guid>https://ancazugo.github.io/posts/2026-01-12-year-in-review.html</guid>
  <pubDate>Mon, 12 Jan 2026 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2026-01-12-year-in-review.png" medium="image" type="image/png" height="55" width="144"/>
</item>
<item>
  <title>2025-11-23 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-11-23-weekly-notes.html</link>
  <description><![CDATA[ 





<section id="intro" class="level2">
<h2 class="anchored" data-anchor-id="intro">Intro</h2>
<p>It’s been a while since I last posted so thought I would give an update on everything that’s been going on in the last couple of weeks, including the 3-30-300 project and related presentations, the new project I’m working on for my PhD and more Tessera stuff (ft. Charles Emogor).</p>
</section>
<section id="project" class="level2">
<h2 class="anchored" data-anchor-id="project">3-30-300 Project</h2>
<p>In the last 6 weeks I’ve had the chance to present my work on this paper to different audiences, and I’ve got very good impressions. The overall consensus of the presentations is that it is very clear, and despite the technical nature of the project and the complexity of it, I’ve made myself clear.</p>
<ul>
<li>Imperial College at the introductory lecture for the “From Data to Product” course (invited by <a href="https://pierrepinson.com/">Pierre Pinson</a>)</li>
<li>Talk + Poster @ PROPL25 Conference (part of ICFP/SPLASH 2025) in Singapore (organised by <a href="https://anil.recoil.org/">Anil</a>)<sup>1</sup></li>
<li>Group Meeting at the Sustainable Design Group (SDG) (my group in Architecture with <a href="https://www.sustainabledesign.arct.cam.ac.uk/">Ronita</a>)</li>
<li>EEG meeting (Computer Science, led by <a href="https://www.cst.cam.ac.uk/research/eeg">Keshav</a>)</li>
<li>PhD Conference at the Department of Architecture (for 3rd year PhD students)</li>
</ul>
<p>In the Imperial talk, I got some interesting takes from Masters students in the Design Engineering course who were very curious on how I got from the raw data to the fancy dashboards (which is what they have to do at the end of the term, I believe). In both the EEG and SDG group meetings, I got some interesting questions about how my metrics can actually impact policymaking and how they can be applied in other countries. In the PhD Conference I got some very good comments from actual architects and people who don’t necessarily work with data-related projects. It was definitely challenging to adjust the language, particularly when talking about the methods and technical stuff.</p>
<p>Overall, having all these talks so close to each other was quite intense but the fact that I had to adjust my language and slides to accommodate to the audience definitely helped me to clarify my own thoughts about the project and made me realise which parts are more relevant to different people, which as researchers is crucial when you want to engage with colleagues, policymakers or the general public.</p>
<section id="paper" class="level3">
<h3 class="anchored" data-anchor-id="paper">Paper</h3>
<p>The paper saw some slight changes due to missing some key citations and mixing of terms, e.g.&nbsp;I was using the terms (in)equity and (in)equality interchangeably, which is not correct. As much as I would like to measure green equity, that is beyond the scope of using proximity or count-based metrics (equality), which don’t really account how nature provision actually impacts people. Furthermore, I’m using the Gini metric which is a direct measure of inequality.</p>
<p>After meeting with Ronita and Anil, I rewrote part of the discussion to highlight the key findings, which are (hopefully) the catch for the editors: only 0.1% of the country lives in areas where the 3-30-300 is attained, and contrary to what one would expect, deprived areas live in closer proximity to green spaces. The reason behind this could be due to several factors: (i) affluent neighbourhoods may have more private gardens and wealthier families may make use of other green spaces; (2) the quality of green spaces in rich and poor neighbourhoods is not the same, for instance, when you look at crime and health-related metrics, the relationship between the distance to park is clear, meaning that those parks in poor areas are seen as less safe and the kind of vegetation in those areas may not provide the same ecosystem services like air pollution reduction. While this is not directly measured in the paper, I think it is an important point to make because in some neighbourhoods green equity (not equality) can be improved, not by creating more spaces, but by working on making the existing ones better.</p>
</section>
</section>
<section id="tessera-stuff" class="level2">
<h2 class="anchored" data-anchor-id="tessera-stuff">Tessera Stuff</h2>
<section id="mapping-human-infrastructure-in-nature-reserves" class="level3">
<h3 class="anchored" data-anchor-id="mapping-human-infrastructure-in-nature-reserves">Mapping Human Infrastructure in Nature Reserves</h3>
<p>Alongside Charles Emogor, we’ve been working on a project to map human infrastructure in nature reserves around the world using Tessera embeddings (and other GeoFMs). The original idea was to use the high-resolution embeddings to identify and classify different types of infrastructure, such as trails, buildings, and other human-made structures within protected areas. We met several times and brainstormed for a while on which datasets are available as labels. The obvious choice was OpenStreetMaps, but the first attempt we did was using Google’s Open Buildings dataset. The binary classifier was pretty good, but Anil pointed out that using AI-derived data might not be the best approach. So we used Overture Maps data, filtering for only OSM-derived features, including roads, buildings and infrastructure.</p>
<p>As case studies, we initially wanted to use the Cross River park in Nigeria where Charles has worked in, thus has a lot of local info, but realised that the polygons we used for querying the embeddigns (World Database on Protected Areas, WDPA) did not include all the areas, so we picked the Parc National de Taï in Cotê d’Ivoire and the Nairobi National Park in Kenya.</p>
<p>Using the same logic behind the classifier for local climate zones in my last post, I rasterised the built-up infrastructure from overture and sampled equally for all classes and trained an MLP classifier. The results are not that bad considering the limited amount of data and that it is not using spatial information.</p>
<p>After meeting with Anil, Sadiq and Robert Fletcher, we agreed that the best approach would be to map only roads, so Charles and I are working with using road data from OSM as well as from Sentinel to detect new roads. We are going to work with areas where new roads have been built.</p>
<p>A super short notebook, similar to the one in the LCZ classification project is available <a href="../posts/2025-11-16-tessera_example.html">here</a>.</p>
</section>
<section id="lcz-classification" class="level3">
<h3 class="anchored" data-anchor-id="lcz-classification">LCZ Classification</h3>
<p>This project has been dorman for a while but I found something that will be super useful. So, going back to what I had posted about it. I want to reclassify the local climate zones (LCZ) using Tessera embeddings. As labels, I was using Geoclimate and a dataset from a paper (Demuzere et al), however, the former uses data from OSM, which is incomplete for most Global South cities, so some attributes like building height are likely missing or wrong, thus the classification is not right, while the latter is an AI-derived product and that is not ideal (see comments for mapping infrastructure in nature reserves). But last week I found <a href="https://arxiv.org/abs/1912.12171">SoSat2-LCZ42</a> (published by the <a href="https://www.asg.ed.tum.de/sipeo/home/">Data Science in Earth Observation in TUM</a>), which is a manually labelled dataset for 42 cities around the world, including cities in Africa, Asia and South America. The dataset includes Sentinel-2 imagery and LCZ labels, with splits for training, validation and testing. That is exactly for I needed, and with this I can do a fair comparison between Tessera, AlphaEarth and other GeoFMs.</p>
</section>
<section id="nex-phd-project" class="level3">
<h3 class="anchored" data-anchor-id="nex-phd-project">Nex PhD project</h3>
<p>So after meeting with Anil and Ronita, we discussed the next steps for my PhD after the 3-30-300. A very exciting idea came out of it and is ussing GeoFMs like Tessera for a Health Impact Assessment (HIA) of green space policies like the 3-30-300 in England. For those not familiar with HIA, it is a process that helps evaluate the potential health effects of a policy, program, or project on a population. There are multiple approaches to develop a HIA. According to <a href="https://doi.org/10.34172/ijhpm.2023.7103">this paper</a>, there are 7 main cateogries of methods for a HIA, including what they name AI/ML but it’s mostly just regressions. Based on this and using some literature published in The Lancet suggested by Ronita (in <a href="https://www.thelancet.com/journals/lanplh/article/PIIS2542-5196(20)30058-9/fulltext">Philadelphia</a> and <a href="https://www.thelancet.com/journals/lanplh/article/PIIS2542-5196(25)00053-1/fulltext">globally</a>), I think the best approach is to use Tessera to fill in the gaps in the Vegetation Object Model (VOM) I used for the 3-30-300 project. As mentioned in the paper this is a LiDAR-derived model that contains only vegetation information at 1 m resolution. The data is only available for 2018-2023, but it doesn’t have data for all areas and all years, in fact, some areas only have for one or two years. That’s where GeoFMs come in, as they can provide the missing information for the years where VOM wasn’t available. And, I can get access to mortality data for all of England from 2014 to 2024, plus access to buildings and parks for all years as well. This would give me a strong data foundation for a HIA and potentially for causal-related methods, which are very common in public health studies.</p>
<p>Using that information, with a health-related metric like mortality for the same years, we can do a HIA of canopy cover change in English cities. Alternatively, and following similar methodologies in other papers, we could use NDVI to see the changes in greenness instead of canopy cover, which in theory it’s easier but also less exciting, I would say 😅.</p>
</section>
</section>
<section id="website-changes" class="level2">
<h2 class="anchored" data-anchor-id="website-changes">Website Changes</h2>
<p>I removed google analytics and cookies request from this website. I’m also changing the website to include a new tab for talks and projects where I can embedd the slides I’ve done with revealjs. What I’m trying to do is to publish a different repo as part of the main website. I attempted to do it during PROPL25 so that people could follow the slides live and watch them later, but my website crashed completely and 1 hour before the talk I had to revert the changes 😭. I’ll probably update this over the Christmas period.</p>


</section>


<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section id="footnotes" class="footnotes footnotes-end-of-document"><h2 class="anchored quarto-appendix-heading">Footnotes</h2>

<ol>
<li id="fn1"><p>Notes in a different post↩︎</p></li>
</ol>
</section><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <guid>https://ancazugo.github.io/posts/2025-11-23-weekly-notes.html</guid>
  <pubDate>Sun, 23 Nov 2025 00:00:00 GMT</pubDate>
</item>
<item>
  <title>2025-11-16 Tessera Example</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-11-16-tessera_example.html</link>
  <description><![CDATA[ 





<section id="libraries" class="level1">
<h1>Libraries</h1>
<div id="d51fef51" class="cell" data-execution_count="1">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb1-1"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>load_ext autoreload</span>
<span id="cb1-2"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>autoreload <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span></span>
<span id="cb1-3"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> sys</span>
<span id="cb1-4">sys.path.append(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'../src'</span>)</span>
<span id="cb1-5"></span>
<span id="cb1-6"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> utils.paths <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> national_parks_dir, wdpa_dir</span>
<span id="cb1-7"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> gee_helpers <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> authenticate_ee, request_gee_image</span>
<span id="cb1-8"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> protected_area <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> ProtectedArea</span>
<span id="cb1-9"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> infrastructure.open_buildings <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> OpenBuildings</span>
<span id="cb1-10"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> classifiers.pixel_classifier <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> PixelClassifier</span>
<span id="cb1-11"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> embeddings.alpha_earth <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> AlphaEarthEmbeddings</span>
<span id="cb1-12"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> embeddings.geotessera <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> GeoTesseraEmbeddings</span>
<span id="cb1-13"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> pandas <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> pd</span>
<span id="cb1-14"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> geopandas <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> gpd</span>
<span id="cb1-15"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> ee</span>
<span id="cb1-16"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> xee</span>
<span id="cb1-17"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> eemont</span>
<span id="cb1-18"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> overturemaps <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> core</span>
<span id="cb1-19"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> xarray <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> xr</span>
<span id="cb1-20"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> rasterio</span>
<span id="cb1-21"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> rasterio <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> features</span>
<span id="cb1-22"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> numpy <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> np</span>
<span id="cb1-23"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> affine</span>
<span id="cb1-24"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> matplotlib.pyplot <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> plt</span>
<span id="cb1-25"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> matplotlib.colors <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> mcolors</span>
<span id="cb1-26"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> matplotlib.cm <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> cm</span>
<span id="cb1-27"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> matplotlib.colors <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> ListedColormap</span>
<span id="cb1-28"></span>
<span id="cb1-29">authenticate_ee()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-display">
<p>To authorize access needed by Earth Engine, open the following
        URL in a web browser and follow the instructions:</p>
        <p><a href="https://code.earthengine.google.com/client-auth?scopes=https%3A//www.googleapis.com/auth/earthengine%20https%3A//www.googleapis.com/auth/cloud-platform%20https%3A//www.googleapis.com/auth/drive%20https%3A//www.googleapis.com/auth/devstorage.full_control&amp;request_id=xbH3faffvz8qRwyOQ3msXBCESmRB0Um8ljRA94w7AcQ&amp;tc=uM8DkjWbRu40VR-ElOaLlKB2dLoEwfJvWWJmdHc3sSA&amp;cc=byj4PTB3f7JT9vuUWYB2w_u01OltClo93hP3WiNvKpw">https://code.earthengine.google.com/client-auth?scopes=https%3A//www.googleapis.com/auth/earthengine%20https%3A//www.googleapis.com/auth/cloud-platform%20https%3A//www.googleapis.com/auth/drive%20https%3A//www.googleapis.com/auth/devstorage.full_control&amp;request_id=xbH3faffvz8qRwyOQ3msXBCESmRB0Um8ljRA94w7AcQ&amp;tc=uM8DkjWbRu40VR-ElOaLlKB2dLoEwfJvWWJmdHc3sSA&amp;cc=byj4PTB3f7JT9vuUWYB2w_u01OltClo93hP3WiNvKpw</a></p>
        <p>The authorization workflow will generate a code, which you should paste in the box below.</p>
        
</div>
<div class="cell-output cell-output-stdout">
<pre><code>
Successfully saved authorization token.</code></pre>
</div>
</div>
</section>
<section id="data" class="level1">
<h1>Data</h1>
<div id="f05958a3" class="cell" data-execution_count="2">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb3-1">wdpa_files <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>(wdpa_dir.rglob(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"*polygons.shp"</span>))</span></code></pre></div></div>
</details>
</div>
<div id="a0f0e61f" class="cell" data-execution_count="3">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb4" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb4-1">wdpa_polygons <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> pd.concat([gpd.read_file(f) <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> f <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> wdpa_files])</span>
<span id="cb4-2">wdpa_polygons[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'WDPAID'</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> wdpa_polygons[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'WDPAID'</span>].astype(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">int</span>).astype(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">str</span>)</span></code></pre></div></div>
</details>
</div>
<div id="60eeb4b9" class="cell" data-execution_count="4">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb5-1"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># example_row = wdpa_polygons[wdpa_polygons["WDPAID"] == "555784094"]  # CIV: 555784094</span></span>
<span id="cb5-2"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># example = ProtectedArea(name=example_row["NAME"].values[0], </span></span>
<span id="cb5-3"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#                         wdpaid=example_row["WDPAID"].values[0], </span></span>
<span id="cb5-4"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#                         country_code=example_row["ISO3"].values[0],</span></span>
<span id="cb5-5"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#                         bbox=example_row.total_bounds.tolist())</span></span>
<span id="cb5-6">example <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ProtectedArea(name<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Nairobi National Park'</span>, </span>
<span id="cb5-7">                        wdpaid<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'000000'</span>, </span>
<span id="cb5-8">                        country_code<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'KEN'</span>,</span>
<span id="cb5-9">                        bbox<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>[<span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">36.747789403997196</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1.4398202050048914</span>, <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">36.97884561842</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1.3045898658971178</span>])</span>
<span id="cb5-10">example</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-display" data-execution_count="4">
<pre><code>ProtectedArea(name='Nairobi National Park', wdpaid='000000', country_code='KEN', bbox=[36.747789403997196, -1.4398202050048914, 36.97884561842, -1.3045898658971178], climate_type='Csb', utm_crs='EPSG:32737', utm_bbox=[249399.0491072322, 9840732.461804673, 275107.1157634887, 9855713.033102514])</code></pre>
</div>
</div>
<section id="embeddings" class="level3">
<h3 class="anchored" data-anchor-id="embeddings">Embeddings</h3>
<section id="alphaearth-embeddings" class="level4">
<h4 class="anchored" data-anchor-id="alphaearth-embeddings">AlphaEarth Embeddings</h4>
<div id="3610c592" class="cell" data-execution_count="5">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb7-1">year <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2023</span></span>
<span id="cb7-2">ae_2023 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> AlphaEarthEmbeddings(protected_area<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>example, year<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>year)</span>
<span id="cb7-3">ae_embeddings_2023_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_2023.get_embeddings()</span>
<span id="cb7-4">ae_embeddings_2023_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-11-24 10:33:58.212</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">46</span> - <span class="ansi-bold">Loading cached 'AlphaEarth' embeddings from /maps/acz25/phd-thesis-data/input/Google/AlphaEarth/2023/KEN/000000_ae.zarr</span>

<span class="ansi-green-fg">2025-11-24 10:33:58.746</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">53</span> - <span class="ansi-bold">Chunking 'AlphaEarth' embeddings</span>
</pre>
</div>
</div>
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray (band: 64, y: 1498, x: 2571)&gt; Size: 986MB
dask.array&lt;rechunk-merge, shape=(64, 1498, 2571), dtype=float32, chunksize=(64, 512, 512), chunktype=numpy.ndarray&gt;
Coordinates:
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  * y        (y) float64 12kB 9.841e+06 9.841e+06 ... 9.856e+06 9.856e+06
  * x        (x) float64 21kB 2.494e+05 2.494e+05 ... 2.751e+05 2.751e+05
Attributes:
    crs:      EPSG:32737</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-obj-name"></div><ul class="xr-dim-list"><li><span class="xr-has-index">band</span>: 64</li><li><span class="xr-has-index">y</span>: 1498</li><li><span class="xr-has-index">x</span>: 2571</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-20a8a5d9-518c-4776-8cd3-5d92809cc81c" class="xr-array-in" type="checkbox" checked=""><label for="section-20a8a5d9-518c-4776-8cd3-5d92809cc81c" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>dask.array&lt;chunksize=(64, 512, 512), meta=np.ndarray&gt;</span></div><div class="xr-array-data">
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<col style="width: 50%">
</colgroup>
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<tr class="odd">
<td><table class="caption-top table table-sm table-striped small">
<thead>
<tr class="header">
<td></td>
<th data-quarto-table-cell-role="th">Array</th>
<th data-quarto-table-cell-role="th">Chunk</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<th data-quarto-table-cell-role="th">Bytes</th>
<td>0.92 GiB</td>
<td>64.00 MiB</td>
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<tr class="even">
<th data-quarto-table-cell-role="th">Shape</th>
<td>(64, 1498, 2571)</td>
<td>(64, 512, 512)</td>
</tr>
<tr class="odd">
<th data-quarto-table-cell-role="th">Dask graph</th>
<td colspan="2">18 chunks in 130 graph layers</td>
</tr>
<tr class="even">
<th data-quarto-table-cell-role="th">Data type</th>
<td colspan="2">float32 numpy.ndarray</td>
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</div></div></li><li class="xr-section-item"><input id="section-9e97c2a3-6336-4699-907c-91c5beb3cb54" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-9e97c2a3-6336-4699-907c-91c5beb3cb54" class="xr-section-summary">Coordinates: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">band</span></div><div class="xr-var-dims">(band)</div><div class="xr-var-dtype">object</div><div class="xr-var-preview xr-preview">'A00' 'A01' 'A02' ... 'A62' 'A63'</div><input id="attrs-fca1e8df-c0ef-48c3-9a7a-5138f7411006" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-fca1e8df-c0ef-48c3-9a7a-5138f7411006" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-5daeef3a-145c-412a-802b-dba81d149d23" class="xr-var-data-in" type="checkbox"><label for="data-5daeef3a-145c-412a-802b-dba81d149d23" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array(['A00', 'A01', 'A02', 'A03', 'A04', 'A05', 'A06', 'A07', 'A08', 'A09',
       'A10', 'A11', 'A12', 'A13', 'A14', 'A15', 'A16', 'A17', 'A18', 'A19',
       'A20', 'A21', 'A22', 'A23', 'A24', 'A25', 'A26', 'A27', 'A28', 'A29',
       'A30', 'A31', 'A32', 'A33', 'A34', 'A35', 'A36', 'A37', 'A38', 'A39',
       'A40', 'A41', 'A42', 'A43', 'A44', 'A45', 'A46', 'A47', 'A48', 'A49',
       'A50', 'A51', 'A52', 'A53', 'A54', 'A55', 'A56', 'A57', 'A58', 'A59',
       'A60', 'A61', 'A62', 'A63'], dtype=object)</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">9.841e+06 9.841e+06 ... 9.856e+06</div><input id="attrs-53852d4b-7ef2-4dec-b0ec-2ccb753bf873" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-53852d4b-7ef2-4dec-b0ec-2ccb753bf873" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-2c4a4544-bd63-45cd-abc6-8d2ff273e3f6" class="xr-var-data-in" type="checkbox"><label for="data-2c4a4544-bd63-45cd-abc6-8d2ff273e3f6" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([9840737.461805, 9840747.461805, 9840757.461805, ..., 9855687.461805,
       9855697.461805, 9855707.461805], shape=(1498,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">2.494e+05 2.494e+05 ... 2.751e+05</div><input id="attrs-0b15094b-4f48-48ce-b847-91f228a16985" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-0b15094b-4f48-48ce-b847-91f228a16985" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-42ddb074-ef94-4a12-bf39-050d309c5a8d" class="xr-var-data-in" type="checkbox"><label for="data-42ddb074-ef94-4a12-bf39-050d309c5a8d" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([249404.049107, 249414.049107, 249424.049107, ..., 275084.049107,
       275094.049107, 275104.049107], shape=(2571,))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-a479290c-e8c6-49ac-b05e-54ee6ff6db07" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-a479290c-e8c6-49ac-b05e-54ee6ff6db07" class="xr-section-summary">Attributes: <span>(1)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"><dt><span>crs :</span></dt><dd>EPSG:32737</dd></dl></div></li></ul></div></div>
</div>
</div>
</section>
<section id="tessera-embeddings" class="level4">
<h4 class="anchored" data-anchor-id="tessera-embeddings">Tessera Embeddings</h4>
<div id="738e3d64" class="cell" data-execution_count="6">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb8" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb8-1">year <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2024</span></span>
<span id="cb8-2">gt_2024 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> GeoTesseraEmbeddings(protected_area<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>example, year<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>year)</span>
<span id="cb8-3">gt_embeddings_2024_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_2024.get_embeddings()</span>
<span id="cb8-4">gt_embeddings_2024_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-11-24 10:34:00.447</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">46</span> - <span class="ansi-bold">Loading cached 'GeoTessera' embeddings from /maps/acz25/phd-thesis-data/input/GEOTESSERA/clipped/2024/KEN/000000.zarr</span>

<span class="ansi-green-fg">2025-11-24 10:34:00.585</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">53</span> - <span class="ansi-bold">Chunking 'GeoTessera' embeddings</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="6">
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.xr-var-list,
.xr-var-item {
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.xr-var-item > div,
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.xr-index-data,
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dl.xr-attrs {
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.xr-icon-file-text2,
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.xr-var-attrs-in:checked + label > .xr-icon-file-text2,
.xr-var-data-in:checked + label > .xr-icon-database,
.xr-index-data-in:checked + label > .xr-icon-database {
  color: var(--xr-font-color0);
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray (band: 128, y: 1500, x: 2572)&gt; Size: 2GB
dask.array&lt;rechunk-merge, shape=(128, 1500, 2572), dtype=float32, chunksize=(128, 512, 512), chunktype=numpy.ndarray&gt;
Coordinates:
  * band         (band) object 1kB 'A001' 'A002' 'A003' ... 'A126' 'A127' 'A128'
  * y            (y) float64 12kB 9.856e+06 9.856e+06 ... 9.841e+06 9.841e+06
  * x            (x) float64 21kB 2.494e+05 2.494e+05 ... 2.751e+05 2.751e+05
    spatial_ref  int64 8B ...
Attributes:
    GEOTESSERA_VERSION:       0.6.0
    TESSERA_DATASET_VERSION:  v1
    TESSERA_DESCRIPTION:      GeoTessera satellite embedding tile
    TESSERA_TILE_LAT:         -1.45
    TESSERA_TILE_LON:         36.75
    TESSERA_YEAR:             2024
    AREA_OR_POINT:            Area
    scale_factor:             1.0
    add_offset:               0.0
    long_name:                ['Tessera_Band_0', 'Tessera_Band_1', 'Tessera_B...</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-obj-name"></div><ul class="xr-dim-list"><li><span class="xr-has-index">band</span>: 128</li><li><span class="xr-has-index">y</span>: 1500</li><li><span class="xr-has-index">x</span>: 2572</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-bdc4aa6c-2b49-4ed3-8f8c-2fb35abdbfc7" class="xr-array-in" type="checkbox" checked=""><label for="section-bdc4aa6c-2b49-4ed3-8f8c-2fb35abdbfc7" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>dask.array&lt;chunksize=(128, 512, 512), meta=np.ndarray&gt;</span></div><div class="xr-array-data">
<table class="caption-top table table-sm table-striped small">
<colgroup>
<col style="width: 50%">
<col style="width: 50%">
</colgroup>
<tbody>
<tr class="odd">
<td><table class="caption-top table table-sm table-striped small">
<thead>
<tr class="header">
<td></td>
<th data-quarto-table-cell-role="th">Array</th>
<th data-quarto-table-cell-role="th">Chunk</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<th data-quarto-table-cell-role="th">Bytes</th>
<td>1.84 GiB</td>
<td>128.00 MiB</td>
</tr>
<tr class="even">
<th data-quarto-table-cell-role="th">Shape</th>
<td>(128, 1500, 2572)</td>
<td>(128, 512, 512)</td>
</tr>
<tr class="odd">
<th data-quarto-table-cell-role="th">Dask graph</th>
<td colspan="2">18 chunks in 258 graph layers</td>
</tr>
<tr class="even">
<th data-quarto-table-cell-role="th">Data type</th>
<td colspan="2">float32 numpy.ndarray</td>
</tr>
</tbody>
</table></td>
<td><svg width="200" height="140" style="stroke:rgb(0,0,0);stroke-width:1">
<!-- Horizontal lines --> <line x1="10" y1="0" x2="30" y2="20" style="stroke-width:2"></line> <line x1="10" y1="23" x2="30" y2="44"></line> <line x1="10" y1="47" x2="30" y2="68"></line> <line x1="10" y1="69" x2="30" y2="90" style="stroke-width:2"></line> <!-- Vertical lines --> <line x1="10" y1="0" x2="10" y2="69" style="stroke-width:2"></line> <line x1="30" y1="20" x2="30" y2="90" style="stroke-width:2"></line> <!-- Colored Rectangle --> <polygon points="10.0,0.0 30.27787037034063,20.27787037034063 30.27787037034063,90.26231827080719 10.0,69.98444790046656" style="fill:#ECB172A0;stroke-width:0"></polygon> <!-- Horizontal lines --> <line x1="10" y1="0" x2="130" y2="0" style="stroke-width:2"></line> <line x1="30" y1="20" x2="150" y2="20" style="stroke-width:2"></line> <!-- Vertical lines --> <line x1="10" y1="0" x2="30" y2="20" style="stroke-width:2"></line> <line x1="33" y1="0" x2="54" y2="20"></line> <line x1="57" y1="0" x2="78" y2="20"></line> <line x1="81" y1="0" x2="101" y2="20"></line> <line x1="105" y1="0" x2="125" y2="20"></line> <line x1="129" y1="0" x2="149" y2="20"></line> <line x1="130" y1="0" x2="150" y2="20" style="stroke-width:2"></line> <!-- Colored Rectangle --> <polygon points="10.0,0.0 130.0,0.0 150.27787037034062,20.27787037034063 30.27787037034063,20.27787037034063" style="fill:#ECB172A0;stroke-width:0"></polygon> <!-- Horizontal lines --> <line x1="30" y1="20" x2="150" y2="20" style="stroke-width:2"></line> <line x1="30" y1="44" x2="150" y2="44"></line> <line x1="30" y1="68" x2="150" y2="68"></line> <line x1="30" y1="90" x2="150" y2="90" style="stroke-width:2"></line> <!-- Vertical lines --> <line x1="30" y1="20" x2="30" y2="90" style="stroke-width:2"></line> <line x1="54" y1="20" x2="54" y2="90"></line> <line x1="78" y1="20" x2="78" y2="90"></line> <line x1="101" y1="20" x2="101" y2="90"></line> <line x1="125" y1="20" x2="125" y2="90"></line> <line x1="149" y1="20" x2="149" y2="90"></line> <line x1="150" y1="20" x2="150" y2="90" style="stroke-width:2"></line> <!-- Colored Rectangle --> <polygon points="30.27787037034063,20.27787037034063 150.27787037034062,20.27787037034063 150.27787037034062,90.26231827080719 30.27787037034063,90.26231827080719" style="fill:#ECB172A0;stroke-width:0"></polygon> <!-- Text --> <text x="90.277870" y="110.262318" font-size="1.0rem" font-weight="100" text-anchor="middle">2572</text> <text x="170.277870" y="55.270094" font-size="1.0rem" font-weight="100" text-anchor="middle" transform="rotate(-90,170.277870,55.270094)">1500</text> <text x="10.138935" y="100.123383" font-size="1.0rem" font-weight="100" text-anchor="middle" transform="rotate(45,10.138935,100.123383)">128</text>
</svg></td>
</tr>
</tbody>
</table>
</div></div></li><li class="xr-section-item"><input id="section-3c7f1e5b-c7b0-42e4-aa6f-49aa08d40fb4" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-3c7f1e5b-c7b0-42e4-aa6f-49aa08d40fb4" class="xr-section-summary">Coordinates: <span>(4)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">band</span></div><div class="xr-var-dims">(band)</div><div class="xr-var-dtype">object</div><div class="xr-var-preview xr-preview">'A001' 'A002' ... 'A127' 'A128'</div><input id="attrs-b8cac3eb-8159-472d-aa9a-ee005bccee15" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-b8cac3eb-8159-472d-aa9a-ee005bccee15" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-0f93d7c4-9dd3-4fb1-b3ae-112af4c50e22" class="xr-var-data-in" type="checkbox"><label for="data-0f93d7c4-9dd3-4fb1-b3ae-112af4c50e22" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array(['A001', 'A002', 'A003', 'A004', 'A005', 'A006', 'A007', 'A008', 'A009',
       'A010', 'A011', 'A012', 'A013', 'A014', 'A015', 'A016', 'A017', 'A018',
       'A019', 'A020', 'A021', 'A022', 'A023', 'A024', 'A025', 'A026', 'A027',
       'A028', 'A029', 'A030', 'A031', 'A032', 'A033', 'A034', 'A035', 'A036',
       'A037', 'A038', 'A039', 'A040', 'A041', 'A042', 'A043', 'A044', 'A045',
       'A046', 'A047', 'A048', 'A049', 'A050', 'A051', 'A052', 'A053', 'A054',
       'A055', 'A056', 'A057', 'A058', 'A059', 'A060', 'A061', 'A062', 'A063',
       'A064', 'A065', 'A066', 'A067', 'A068', 'A069', 'A070', 'A071', 'A072',
       'A073', 'A074', 'A075', 'A076', 'A077', 'A078', 'A079', 'A080', 'A081',
       'A082', 'A083', 'A084', 'A085', 'A086', 'A087', 'A088', 'A089', 'A090',
       'A091', 'A092', 'A093', 'A094', 'A095', 'A096', 'A097', 'A098', 'A099',
       'A100', 'A101', 'A102', 'A103', 'A104', 'A105', 'A106', 'A107', 'A108',
       'A109', 'A110', 'A111', 'A112', 'A113', 'A114', 'A115', 'A116', 'A117',
       'A118', 'A119', 'A120', 'A121', 'A122', 'A123', 'A124', 'A125', 'A126',
       'A127', 'A128'], dtype=object)</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">9.856e+06 9.856e+06 ... 9.841e+06</div><input id="attrs-5e8415fa-402a-485b-83e1-c6af35a00c7f" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-5e8415fa-402a-485b-83e1-c6af35a00c7f" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-eab5dbfe-70c3-4e2a-95ab-a18d00e4009b" class="xr-var-data-in" type="checkbox"><label for="data-eab5dbfe-70c3-4e2a-95ab-a18d00e4009b" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([9855717.546948, 9855707.546948, 9855697.546948, ..., 9840747.546948,
       9840737.546948, 9840727.546948], shape=(1500,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">2.494e+05 2.494e+05 ... 2.751e+05</div><input id="attrs-6184e599-2460-4dfa-bd0d-fb21b4dbce34" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-6184e599-2460-4dfa-bd0d-fb21b4dbce34" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-79b032be-1d83-4b5c-adf7-c76677e0beae" class="xr-var-data-in" type="checkbox"><label for="data-79b032be-1d83-4b5c-adf7-c76677e0beae" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([249398.880394, 249408.880394, 249418.880394, ..., 275088.880394,
       275098.880394, 275108.880394], shape=(2572,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span>spatial_ref</span></div><div class="xr-var-dims">()</div><div class="xr-var-dtype">int64</div><div class="xr-var-preview xr-preview">...</div><input id="attrs-0f0e98cc-edb4-43c4-a908-3864c76f5d59" class="xr-var-attrs-in" type="checkbox"><label for="attrs-0f0e98cc-edb4-43c4-a908-3864c76f5d59" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-2d496b43-6449-4aa3-80c2-0c7b00f1f762" class="xr-var-data-in" type="checkbox"><label for="data-2d496b43-6449-4aa3-80c2-0c7b00f1f762" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"><dt><span>crs_wkt :</span></dt><dd>PROJCS["WGS 84 / UTM zone 37S",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",39],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",10000000],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32737"]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 37S</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>39.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>10000000.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS["WGS 84 / UTM zone 37S",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",39],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",10000000],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32737"]]</dd><dt><span>GeoTransform :</span></dt><dd>249393.8803938549 10.0 0.0 9855722.546947746 0.0 -10.0</dd></dl></div><div class="xr-var-data"><pre>[1 values with dtype=int64]</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-d6725ba4-9090-4978-8f18-84f4a1cae022" class="xr-section-summary-in" type="checkbox"><label for="section-d6725ba4-9090-4978-8f18-84f4a1cae022" class="xr-section-summary">Attributes: <span>(10)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"><dt><span>GEOTESSERA_VERSION :</span></dt><dd>0.6.0</dd><dt><span>TESSERA_DATASET_VERSION :</span></dt><dd>v1</dd><dt><span>TESSERA_DESCRIPTION :</span></dt><dd>GeoTessera satellite embedding tile</dd><dt><span>TESSERA_TILE_LAT :</span></dt><dd>-1.45</dd><dt><span>TESSERA_TILE_LON :</span></dt><dd>36.75</dd><dt><span>TESSERA_YEAR :</span></dt><dd>2024</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>scale_factor :</span></dt><dd>1.0</dd><dt><span>add_offset :</span></dt><dd>0.0</dd><dt><span>long_name :</span></dt><dd>['Tessera_Band_0', 'Tessera_Band_1', 'Tessera_Band_2', 'Tessera_Band_3', 'Tessera_Band_4', 'Tessera_Band_5', 'Tessera_Band_6', 'Tessera_Band_7', 'Tessera_Band_8', 'Tessera_Band_9', 'Tessera_Band_10', 'Tessera_Band_11', 'Tessera_Band_12', 'Tessera_Band_13', 'Tessera_Band_14', 'Tessera_Band_15', 'Tessera_Band_16', 'Tessera_Band_17', 'Tessera_Band_18', 'Tessera_Band_19', 'Tessera_Band_20', 'Tessera_Band_21', 'Tessera_Band_22', 'Tessera_Band_23', 'Tessera_Band_24', 'Tessera_Band_25', 'Tessera_Band_26', 'Tessera_Band_27', 'Tessera_Band_28', 'Tessera_Band_29', 'Tessera_Band_30', 'Tessera_Band_31', 'Tessera_Band_32', 'Tessera_Band_33', 'Tessera_Band_34', 'Tessera_Band_35', 'Tessera_Band_36', 'Tessera_Band_37', 'Tessera_Band_38', 'Tessera_Band_39', 'Tessera_Band_40', 'Tessera_Band_41', 'Tessera_Band_42', 'Tessera_Band_43', 'Tessera_Band_44', 'Tessera_Band_45', 'Tessera_Band_46', 'Tessera_Band_47', 'Tessera_Band_48', 'Tessera_Band_49', 'Tessera_Band_50', 'Tessera_Band_51', 'Tessera_Band_52', 'Tessera_Band_53', 'Tessera_Band_54', 'Tessera_Band_55', 'Tessera_Band_56', 'Tessera_Band_57', 'Tessera_Band_58', 'Tessera_Band_59', 'Tessera_Band_60', 'Tessera_Band_61', 'Tessera_Band_62', 'Tessera_Band_63', 'Tessera_Band_64', 'Tessera_Band_65', 'Tessera_Band_66', 'Tessera_Band_67', 'Tessera_Band_68', 'Tessera_Band_69', 'Tessera_Band_70', 'Tessera_Band_71', 'Tessera_Band_72', 'Tessera_Band_73', 'Tessera_Band_74', 'Tessera_Band_75', 'Tessera_Band_76', 'Tessera_Band_77', 'Tessera_Band_78', 'Tessera_Band_79', 'Tessera_Band_80', 'Tessera_Band_81', 'Tessera_Band_82', 'Tessera_Band_83', 'Tessera_Band_84', 'Tessera_Band_85', 'Tessera_Band_86', 'Tessera_Band_87', 'Tessera_Band_88', 'Tessera_Band_89', 'Tessera_Band_90', 'Tessera_Band_91', 'Tessera_Band_92', 'Tessera_Band_93', 'Tessera_Band_94', 'Tessera_Band_95', 'Tessera_Band_96', 'Tessera_Band_97', 'Tessera_Band_98', 'Tessera_Band_99', 'Tessera_Band_100', 'Tessera_Band_101', 'Tessera_Band_102', 'Tessera_Band_103', 'Tessera_Band_104', 'Tessera_Band_105', 'Tessera_Band_106', 'Tessera_Band_107', 'Tessera_Band_108', 'Tessera_Band_109', 'Tessera_Band_110', 'Tessera_Band_111', 'Tessera_Band_112', 'Tessera_Band_113', 'Tessera_Band_114', 'Tessera_Band_115', 'Tessera_Band_116', 'Tessera_Band_117', 'Tessera_Band_118', 'Tessera_Band_119', 'Tessera_Band_120', 'Tessera_Band_121', 'Tessera_Band_122', 'Tessera_Band_123', 'Tessera_Band_124', 'Tessera_Band_125', 'Tessera_Band_126', 'Tessera_Band_127']</dd></dl></div></li></ul></div></div>
</div>
</div>
</section>
</section>
<section id="infrastructure" class="level3">
<h3 class="anchored" data-anchor-id="infrastructure">Infrastructure</h3>
<section id="overture-maps" class="level4">
<h4 class="anchored" data-anchor-id="overture-maps">Overture Maps</h4>
<div id="fc06ac2c" class="cell" data-execution_count="7">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb9" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb9-1">bbox <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [ <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.08756552498492204</span>, <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">52.16590292629015</span>, <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.18025552851118945</span>, <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">52.242523558881146</span>]</span>
<span id="cb9-2">bbox <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> example.bbox</span></code></pre></div></div>
</details>
</div>
<div id="77ba1c2c" class="cell" data-execution_count="8">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb10" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb10-1">roads <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> core.geodataframe(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'segment'</span>, bbox)</span>
<span id="cb10-2">buildings <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> core.geodataframe(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'building'</span>, bbox)</span>
<span id="cb10-3">infrastructure <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> core.geodataframe(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'infrastructure'</span>, bbox)</span>
<span id="cb10-4">roads.crs <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'EPSG:4326'</span></span>
<span id="cb10-5">buildings.crs <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'EPSG:4326'</span></span>
<span id="cb10-6">infrastructure.crs <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'EPSG:4326'</span></span></code></pre></div></div>
</details>
</div>
<div id="4859f0db" class="cell" data-execution_count="9">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb11" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb11-1"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># sources column contains a ndarray/dict per row, filter out both 'Google Open Buildings' and 'Microsoft ML Buildings'</span></span>
<span id="cb11-2"><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">def</span> exclude_open_and_ml_buildings(sources):</span>
<span id="cb11-3">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># sources can be a dict or a list/np.ndarray of dicts</span></span>
<span id="cb11-4">    srcs <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> sources <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">isinstance</span>(sources, (<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>, np.ndarray)) <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">else</span> [sources]</span>
<span id="cb11-5">    wanted <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'OpenStreetMap'</span>}</span>
<span id="cb11-6">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># If any source has an unwanted dataset, exclude this row</span></span>
<span id="cb11-7">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">return</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">any</span>(src.get(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'dataset'</span>) <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> wanted <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> src <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> srcs)</span>
<span id="cb11-8"></span>
<span id="cb11-9">mask <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> buildings[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'sources'</span>].<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">apply</span>(exclude_open_and_ml_buildings)</span>
<span id="cb11-10">filtered_buildings <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> buildings.copy()[mask]</span>
<span id="cb11-11">filtered_infrastructure <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> infrastructure.copy()[infrastructure.geom_type.isin([<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'MultiPolygon'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Polygon'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'LineString'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'MultiLineString'</span>])]</span></code></pre></div></div>
</details>
</div>
<div id="6396bf68" class="cell" data-execution_count="11">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb12" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb12-1">osm_classes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'roads'</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'rail'</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'rail'</span>: [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'funicular'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'light_rail'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'monorail'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'narrow_gauge'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'standard_gauge'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'tram'</span>], </span>
<span id="cb12-2">                                  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'other_rail'</span>: [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'unknown'</span>]},</span>
<span id="cb12-3">                         <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'road'</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'road'</span>: [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'living_street'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'motorway'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'residential'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'primary'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'secondary'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'service'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'tertiary'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'track'</span>], </span>
<span id="cb12-4">                                           <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'truck'</span>: [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'truck'</span>],</span>
<span id="cb12-5">                                           <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'other_road'</span>: [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'unclassified'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'unknown'</span>]},</span>
<span id="cb12-6">                         <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'water'</span>: {<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'water'</span>: [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'water'</span>]}},</span>
<span id="cb12-7">               <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'buildings'</span>: [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'outbuilding'</span>]}</span></code></pre></div></div>
</details>
</div>
<div id="067357aa" class="cell" data-execution_count="12">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb13" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb13-1"><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">def</span> get_new_class(value, <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">dict</span>):</span>
<span id="cb13-2">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> k, v <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">dict</span>.items():</span>
<span id="cb13-3">        <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> value <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> v:</span>
<span id="cb13-4">            <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">return</span> k</span>
<span id="cb13-5">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">return</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'other'</span></span>
<span id="cb13-6"></span>
<span id="cb13-7">roads[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'new_class'</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> roads.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">apply</span>(<span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">lambda</span> x: get_new_class(x[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'class'</span>], osm_classes[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'roads'</span>][x[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'subtype'</span>]]), axis<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>)</span>
<span id="cb13-8">filtered_buildings <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> filtered_buildings[filtered_buildings[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'subtype'</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'outbuilding'</span>]</span>
<span id="cb13-9">filtered_buildings[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'new_class'</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'building'</span></span>
<span id="cb13-10">filtered_infrastructure[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'new_class'</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'infrastructure'</span></span></code></pre></div></div>
</details>
</div>
<div id="bf24706a" class="cell" data-execution_count="13">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb14" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb14-1"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 1. Choose the reference transform and shape (use AlphaEarth embeddings, infra, or buildings as reference)</span></span>
<span id="cb14-2"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># We'll use the ae_infra_pred_roi_da (assumed to be an xarray DataArray with x/y dims and crs)</span></span>
<span id="cb14-3">reference_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_embeddings_2023_da  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Should be defined in the notebook above</span></span>
<span id="cb14-4"></span>
<span id="cb14-5">transform <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> reference_da.rio.transform() <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">hasattr</span>(reference_da, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"rio"</span>) <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">else</span> affine.Affine(</span>
<span id="cb14-6">    (reference_da.x[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> reference_da.x[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]).item(), <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, reference_da.x[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].item(),</span>
<span id="cb14-7">    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, (reference_da.y[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> reference_da.y[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]).item(), reference_da.y[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].item()</span>
<span id="cb14-8">)</span>
<span id="cb14-9">out_shape <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> (<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(reference_da.y), <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(reference_da.x))</span>
<span id="cb14-10"></span>
<span id="cb14-11"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Prepare the geometries and their values for rasterization</span></span>
<span id="cb14-12"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Assign values:</span></span>
<span id="cb14-13"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#   1 = building  (filtered_buildings)</span></span>
<span id="cb14-14"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#   2 = road      (roads)</span></span>
<span id="cb14-15"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#   3 = infrastructure</span></span>
<span id="cb14-16"></span>
<span id="cb14-17">shapes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> []</span>
<span id="cb14-18">filtered_buildings <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> filtered_buildings.to_crs(example.utm_crs)</span>
<span id="cb14-19">roads <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> roads.to_crs(example.utm_crs)</span>
<span id="cb14-20">filtered_infrastructure <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> filtered_infrastructure.to_crs(example.utm_crs)</span>
<span id="cb14-21"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Buildings</span></span>
<span id="cb14-22"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> g <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> filtered_buildings.geometry:</span>
<span id="cb14-23">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> g <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">is</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">not</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">and</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">not</span> g.is_empty:</span>
<span id="cb14-24">        shapes.append((g, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>))</span>
<span id="cb14-25"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Roads</span></span>
<span id="cb14-26"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> g <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> roads.geometry:</span>
<span id="cb14-27">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> g <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">is</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">not</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">and</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">not</span> g.is_empty:</span>
<span id="cb14-28">        shapes.append((g, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>))</span>
<span id="cb14-29"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Infrastructure</span></span>
<span id="cb14-30"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> g <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> filtered_infrastructure.geometry:</span>
<span id="cb14-31">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> g <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">is</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">not</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">and</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">not</span> g.is_empty:</span>
<span id="cb14-32">        shapes.append((g, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>))</span>
<span id="cb14-33"></span>
<span id="cb14-34"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Rasterize</span></span>
<span id="cb14-35">raster <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> features.rasterize(</span>
<span id="cb14-36">    shapes<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>shapes,</span>
<span id="cb14-37">    out_shape<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>out_shape,</span>
<span id="cb14-38">    transform<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>transform,</span>
<span id="cb14-39">    fill<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>,</span>
<span id="cb14-40">    dtype<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'float32'</span></span>
<span id="cb14-41">)</span></code></pre></div></div>
</details>
</div>
<div id="ddb0eddc" class="cell" data-execution_count="14">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb15" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb15-1"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Add "band" coordinate with value "overture" to the raster DataArray</span></span>
<span id="cb15-2">overture_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> xr.DataArray(</span>
<span id="cb15-3">    raster[<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>, :, :],  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># add a new axis for band</span></span>
<span id="cb15-4">    dims<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'band'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'y'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'x'</span>),</span>
<span id="cb15-5">    coords<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>{<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'band'</span>: [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'overture'</span>], <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'y'</span>: reference_da.y, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'x'</span>: reference_da.x},</span>
<span id="cb15-6">).rio.write_crs(example.utm_crs)</span>
<span id="cb15-7"></span>
<span id="cb15-8">overture_da</span></code></pre></div></div>
</details>
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  vertical-align: middle;
  width: 1em;
  height: 1.5em !important;
  stroke-width: 0;
  stroke: currentColor;
  fill: currentColor;
}

.xr-var-attrs-in:checked + label > .xr-icon-file-text2,
.xr-var-data-in:checked + label > .xr-icon-database,
.xr-index-data-in:checked + label > .xr-icon-database {
  color: var(--xr-font-color0);
  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));
  stroke-width: 0.8px;
}
</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray (band: 1, y: 1498, x: 2571)&gt; Size: 15MB
array([[[0., 0., 0., ..., 0., 0., 0.],
        [0., 0., 0., ..., 0., 0., 0.],
        [0., 0., 0., ..., 0., 0., 0.],
        ...,
        [2., 0., 2., ..., 0., 0., 0.],
        [0., 2., 2., ..., 0., 0., 0.],
        [0., 2., 0., ..., 0., 0., 0.]]],
      shape=(1, 1498, 2571), dtype=float32)
Coordinates:
  * band         (band) &lt;U8 32B 'overture'
  * y            (y) float64 12kB 9.841e+06 9.841e+06 ... 9.856e+06 9.856e+06
  * x            (x) float64 21kB 2.494e+05 2.494e+05 ... 2.751e+05 2.751e+05
    spatial_ref  int64 8B 0</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-obj-name"></div><ul class="xr-dim-list"><li><span class="xr-has-index">band</span>: 1</li><li><span class="xr-has-index">y</span>: 1498</li><li><span class="xr-has-index">x</span>: 2571</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-b2a3bb01-09b0-461f-a065-124b4cca3ea1" class="xr-array-in" type="checkbox" checked=""><label for="section-b2a3bb01-09b0-461f-a065-124b4cca3ea1" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0</span></div><div class="xr-array-data"><pre>array([[[0., 0., 0., ..., 0., 0., 0.],
        [0., 0., 0., ..., 0., 0., 0.],
        [0., 0., 0., ..., 0., 0., 0.],
        ...,
        [2., 0., 2., ..., 0., 0., 0.],
        [0., 2., 2., ..., 0., 0., 0.],
        [0., 2., 0., ..., 0., 0., 0.]]],
      shape=(1, 1498, 2571), dtype=float32)</pre></div></div></li><li class="xr-section-item"><input id="section-38a8560a-8925-4af5-a79b-acb8d5780b9e" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-38a8560a-8925-4af5-a79b-acb8d5780b9e" class="xr-section-summary">Coordinates: <span>(4)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">band</span></div><div class="xr-var-dims">(band)</div><div class="xr-var-dtype">&lt;U8</div><div class="xr-var-preview xr-preview">'overture'</div><input id="attrs-9f30e183-bc80-430b-9071-abeb76144da5" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-9f30e183-bc80-430b-9071-abeb76144da5" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-20391efe-3d00-4660-92c0-41606b2dc23a" class="xr-var-data-in" type="checkbox"><label for="data-20391efe-3d00-4660-92c0-41606b2dc23a" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array(['overture'], dtype='&lt;U8')</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">9.841e+06 9.841e+06 ... 9.856e+06</div><input id="attrs-e31c17e7-01f8-4780-8e3d-75f2718e4c21" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-e31c17e7-01f8-4780-8e3d-75f2718e4c21" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-e7fbc1ed-4a60-4788-bca4-f8a269b3519a" class="xr-var-data-in" type="checkbox"><label for="data-e7fbc1ed-4a60-4788-bca4-f8a269b3519a" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([9840737.461805, 9840747.461805, 9840757.461805, ..., 9855687.461805,
       9855697.461805, 9855707.461805], shape=(1498,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">2.494e+05 2.494e+05 ... 2.751e+05</div><input id="attrs-8f6a4ffd-bdcd-44af-a023-991c8edcee0d" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-8f6a4ffd-bdcd-44af-a023-991c8edcee0d" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-33067c05-63a5-44bb-b3a3-ba4a2bfadb71" class="xr-var-data-in" type="checkbox"><label for="data-33067c05-63a5-44bb-b3a3-ba4a2bfadb71" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([249404.049107, 249414.049107, 249424.049107, ..., 275084.049107,
       275094.049107, 275104.049107], shape=(2571,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span>spatial_ref</span></div><div class="xr-var-dims">()</div><div class="xr-var-dtype">int64</div><div class="xr-var-preview xr-preview">0</div><input id="attrs-ed0b8eab-86ef-462c-bd65-b48faa8bbc74" class="xr-var-attrs-in" type="checkbox"><label for="attrs-ed0b8eab-86ef-462c-bd65-b48faa8bbc74" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-a50fa7c1-07c4-4b98-96ab-9e3e053f8e6a" class="xr-var-data-in" type="checkbox"><label for="data-a50fa7c1-07c4-4b98-96ab-9e3e053f8e6a" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"><dt><span>crs_wkt :</span></dt><dd>PROJCS["WGS 84 / UTM zone 37S",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",39],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",10000000],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32737"]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 37S</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>39.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>10000000.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS["WGS 84 / UTM zone 37S",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",39],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",10000000],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32737"]]</dd></dl></div><div class="xr-var-data"><pre>array(0)</pre></div></li></ul></div></li></ul></div></div>
</div>
</div>
</section>
</section>
</section>
<section id="classifier" class="level1">
<h1>Classifier</h1>
<section id="binary" class="level2">
<h2 class="anchored" data-anchor-id="binary">Binary</h2>
<div id="dd14b600" class="cell" data-execution_count="15">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb16" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb16-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> sklearn.neural_network <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> MLPClassifier</span>
<span id="cb16-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> sklearn.metrics <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> ConfusionMatrixDisplay</span>
<span id="cb16-3"></span>
<span id="cb16-4">mlp_classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> MLPClassifier(hidden_layer_sizes<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">100</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">100</span>), max_iter<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2000</span>, random_state<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">411</span>)</span>
<span id="cb16-5"></span>
<span id="cb16-6">new_class_dict <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>:<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>:<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>:<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>}</span></code></pre></div></div>
</details>
</div>
<section id="alphaearth" class="level3">
<h3 class="anchored" data-anchor-id="alphaearth">AlphaEarth</h3>
<div id="22f8fbbe" class="cell" data-execution_count="16">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb17" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb17-1">ae_infra_classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> PixelClassifier()</span>
<span id="cb17-2">ae_infra_classifier._classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> mlp_classifier</span>
<span id="cb17-3">X, y, coords, labels_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_infra_classifier.prepare_data(overture_da, ae_embeddings_2023_da, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"overture"</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2000</span>)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-11-24 10:41:19.248</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">prepare_data</span>:<span class="ansi-cyan-fg">90</span> - <span class="ansi-bold">Preparing data for band overture</span>

<span class="ansi-green-fg">2025-11-24 10:41:19.382</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_sample_classes</span>:<span class="ansi-cyan-fg">26</span> - <span class="ansi-bold">Sampling classes for band overture</span>

<span class="ansi-green-fg">2025-11-24 10:41:21.091</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_extract_embeddings</span>:<span class="ansi-cyan-fg">55</span> - <span class="ansi-bold">Extracting embeddings for 8000 coordinates</span>
</pre>
</div>
</div>
</div>
<div id="6fa3221b" class="cell" data-execution_count="17">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb18" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb18-1">ae_infra_classifier.train()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-11-24 10:41:54.241</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">train</span>:<span class="ansi-cyan-fg">129</span> - <span class="ansi-bold">✅ Model training complete.</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="17">
<style>#sk-container-id-1 {
  /* Definition of color scheme common for light and dark mode */
  --sklearn-color-text: #000;
  --sklearn-color-text-muted: #666;
  --sklearn-color-line: gray;
  /* Definition of color scheme for unfitted estimators */
  --sklearn-color-unfitted-level-0: #fff5e6;
  --sklearn-color-unfitted-level-1: #f6e4d2;
  --sklearn-color-unfitted-level-2: #ffe0b3;
  --sklearn-color-unfitted-level-3: chocolate;
  /* Definition of color scheme for fitted estimators */
  --sklearn-color-fitted-level-0: #f0f8ff;
  --sklearn-color-fitted-level-1: #d4ebff;
  --sklearn-color-fitted-level-2: #b3dbfd;
  --sklearn-color-fitted-level-3: cornflowerblue;

  /* Specific color for light theme */
  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));
  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));
  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));
  --sklearn-color-icon: #696969;

  @media (prefers-color-scheme: dark) {
    /* Redefinition of color scheme for dark theme */
    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));
    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));
    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));
    --sklearn-color-icon: #878787;
  }
}

#sk-container-id-1 {
  color: var(--sklearn-color-text);
}

#sk-container-id-1 pre {
  padding: 0;
}

#sk-container-id-1 input.sk-hidden--visually {
  border: 0;
  clip: rect(1px 1px 1px 1px);
  clip: rect(1px, 1px, 1px, 1px);
  height: 1px;
  margin: -1px;
  overflow: hidden;
  padding: 0;
  position: absolute;
  width: 1px;
}

#sk-container-id-1 div.sk-dashed-wrapped {
  border: 1px dashed var(--sklearn-color-line);
  margin: 0 0.4em 0.5em 0.4em;
  box-sizing: border-box;
  padding-bottom: 0.4em;
  background-color: var(--sklearn-color-background);
}

#sk-container-id-1 div.sk-container {
  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`
     but bootstrap.min.css set `[hidden] { display: none !important; }`
     so we also need the `!important` here to be able to override the
     default hidden behavior on the sphinx rendered scikit-learn.org.
     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */
  display: inline-block !important;
  position: relative;
}

#sk-container-id-1 div.sk-text-repr-fallback {
  display: none;
}

div.sk-parallel-item,
div.sk-serial,
div.sk-item {
  /* draw centered vertical line to link estimators */
  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));
  background-size: 2px 100%;
  background-repeat: no-repeat;
  background-position: center center;
}

/* Parallel-specific style estimator block */

#sk-container-id-1 div.sk-parallel-item::after {
  content: "";
  width: 100%;
  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);
  flex-grow: 1;
}

#sk-container-id-1 div.sk-parallel {
  display: flex;
  align-items: stretch;
  justify-content: center;
  background-color: var(--sklearn-color-background);
  position: relative;
}

#sk-container-id-1 div.sk-parallel-item {
  display: flex;
  flex-direction: column;
}

#sk-container-id-1 div.sk-parallel-item:first-child::after {
  align-self: flex-end;
  width: 50%;
}

#sk-container-id-1 div.sk-parallel-item:last-child::after {
  align-self: flex-start;
  width: 50%;
}

#sk-container-id-1 div.sk-parallel-item:only-child::after {
  width: 0;
}

/* Serial-specific style estimator block */

#sk-container-id-1 div.sk-serial {
  display: flex;
  flex-direction: column;
  align-items: center;
  background-color: var(--sklearn-color-background);
  padding-right: 1em;
  padding-left: 1em;
}


/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is
clickable and can be expanded/collapsed.
- Pipeline and ColumnTransformer use this feature and define the default style
- Estimators will overwrite some part of the style using the `sk-estimator` class
*/

/* Pipeline and ColumnTransformer style (default) */

#sk-container-id-1 div.sk-toggleable {
  /* Default theme specific background. It is overwritten whether we have a
  specific estimator or a Pipeline/ColumnTransformer */
  background-color: var(--sklearn-color-background);
}

/* Toggleable label */
#sk-container-id-1 label.sk-toggleable__label {
  cursor: pointer;
  display: flex;
  width: 100%;
  margin-bottom: 0;
  padding: 0.5em;
  box-sizing: border-box;
  text-align: center;
  align-items: start;
  justify-content: space-between;
  gap: 0.5em;
}

#sk-container-id-1 label.sk-toggleable__label .caption {
  font-size: 0.6rem;
  font-weight: lighter;
  color: var(--sklearn-color-text-muted);
}

#sk-container-id-1 label.sk-toggleable__label-arrow:before {
  /* Arrow on the left of the label */
  content: "▸";
  float: left;
  margin-right: 0.25em;
  color: var(--sklearn-color-icon);
}

#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {
  color: var(--sklearn-color-text);
}

/* Toggleable content - dropdown */

#sk-container-id-1 div.sk-toggleable__content {
  display: none;
  text-align: left;
  /* unfitted */
  background-color: var(--sklearn-color-unfitted-level-0);
}

#sk-container-id-1 div.sk-toggleable__content.fitted {
  /* fitted */
  background-color: var(--sklearn-color-fitted-level-0);
}

#sk-container-id-1 div.sk-toggleable__content pre {
  margin: 0.2em;
  border-radius: 0.25em;
  color: var(--sklearn-color-text);
  /* unfitted */
  background-color: var(--sklearn-color-unfitted-level-0);
}

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</style><div id="sk-container-id-1" class="sk-top-container"><div class="sk-text-repr-fallback"><pre>MLPClassifier(hidden_layer_sizes=(100, 100), max_iter=2000, random_state=411)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br>On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class="sk-container" hidden=""><div class="sk-item"><div class="sk-estimator fitted sk-toggleable"><input class="sk-toggleable__control sk-hidden--visually" id="sk-estimator-id-1" type="checkbox" checked=""><label for="sk-estimator-id-1" class="sk-toggleable__label fitted sk-toggleable__label-arrow"><div><div>MLPClassifier</div></div><div><a class="sk-estimator-doc-link fitted" rel="noreferrer" target="_blank" href="https://scikit-learn.org/1.7/modules/generated/sklearn.neural_network.MLPClassifier.html">?<span>Documentation for MLPClassifier</span></a><span class="sk-estimator-doc-link fitted">i<span>Fitted</span></span></div></label><div class="sk-toggleable__content fitted" data-param-prefix="">
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                <summary>Parameters</summary>
                
<table class="parameters-table caption-top table table-sm table-striped small">
<tbody>
<tr class="user-set odd">
<td><em></em></td>
<td class="param">hidden_layer_sizes&nbsp;</td>
<td class="value">(100, ...)</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">activation&nbsp;</td>
<td class="value">'relu'</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">solver&nbsp;</td>
<td class="value">'adam'</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">alpha&nbsp;</td>
<td class="value">0.0001</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">batch_size&nbsp;</td>
<td class="value">'auto'</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">learning_rate&nbsp;</td>
<td class="value">'constant'</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">learning_rate_init&nbsp;</td>
<td class="value">0.001</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">power_t&nbsp;</td>
<td class="value">0.5</td>
</tr>
<tr class="user-set odd">
<td><em></em></td>
<td class="param">max_iter&nbsp;</td>
<td class="value">2000</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">shuffle&nbsp;</td>
<td class="value">True</td>
</tr>
<tr class="user-set odd">
<td><em></em></td>
<td class="param">random_state&nbsp;</td>
<td class="value">411</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">tol&nbsp;</td>
<td class="value">0.0001</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">verbose&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">warm_start&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">momentum&nbsp;</td>
<td class="value">0.9</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">nesterovs_momentum&nbsp;</td>
<td class="value">True</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">early_stopping&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">validation_fraction&nbsp;</td>
<td class="value">0.1</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">beta_1&nbsp;</td>
<td class="value">0.9</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">beta_2&nbsp;</td>
<td class="value">0.999</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">epsilon&nbsp;</td>
<td class="value">1e-08</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">n_iter_no_change&nbsp;</td>
<td class="value">10</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">max_fun&nbsp;</td>
<td class="value">15000</td>
</tr>
</tbody>
</table>

            </details>
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<div id="8bec7330" class="cell" data-execution_count="18">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb19" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb19-1">y_ae_infra_test_pred <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_infra_classifier.evaluate()</span>
<span id="cb19-2">ConfusionMatrixDisplay.from_estimator(ae_infra_classifier._classifier, ae_infra_classifier._X_test, ae_infra_classifier._y_test)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-11-24 10:41:54.293</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">evaluate</span>:<span class="ansi-cyan-fg">137</span> - <span class="ansi-bold">

--- 📊 Classification Report ---</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-stdout">
<pre><code>              precision    recall  f1-score   support

           0       0.69      0.70      0.70       600
           1       0.67      0.72      0.69       600
           2       0.55      0.53      0.54       600
           3       0.88      0.83      0.85       600

    accuracy                           0.70      2400
   macro avg       0.70      0.70      0.70      2400
weighted avg       0.70      0.70      0.70      2400
</code></pre>
</div>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2025-11-16-tessera_example_files/figure-html/cell-18-output-3.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
<div id="311e00ca" class="cell" data-execution_count="19">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb21" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb21-1">ae_infra_pred_roi_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_infra_classifier.classify_roi(ae_embeddings_2023_da)</span>
<span id="cb21-2">ae_infra_pred_roi_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_infra_pred_roi_da.rio.write_crs(example.utm_crs)</span>
<span id="cb21-3">ae_infra_pred_roi_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-11-24 10:41:54.575</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">classify_roi</span>:<span class="ansi-cyan-fg">148</span> - <span class="ansi-bold">Classifying entire ROI</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="19">
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.xr-var-preview {
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.xr-var-attrs-in:checked + label > .xr-icon-file-text2,
.xr-var-data-in:checked + label > .xr-icon-database,
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  color: var(--xr-font-color0);
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray 'predicted_class' (y: 1498, x: 2571)&gt; Size: 31MB
array([[0, 0, 0, ..., 1, 1, 1],
       [0, 0, 0, ..., 1, 1, 1],
       [0, 0, 0, ..., 1, 1, 1],
       ...,
       [2, 0, 0, ..., 0, 0, 0],
       [2, 2, 2, ..., 0, 0, 0],
       [2, 2, 2, ..., 0, 0, 0]], shape=(1498, 2571))
Coordinates:
  * y            (y) float64 12kB 9.841e+06 9.841e+06 ... 9.856e+06 9.856e+06
  * x            (x) float64 21kB 2.494e+05 2.494e+05 ... 2.751e+05 2.751e+05
    spatial_ref  int64 8B 0</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-obj-name">'predicted_class'</div><ul class="xr-dim-list"><li><span class="xr-has-index">y</span>: 1498</li><li><span class="xr-has-index">x</span>: 2571</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-8cd004ec-a59f-4265-8492-6aba1da16835" class="xr-array-in" type="checkbox" checked=""><label for="section-8cd004ec-a59f-4265-8492-6aba1da16835" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0</span></div><div class="xr-array-data"><pre>array([[0, 0, 0, ..., 1, 1, 1],
       [0, 0, 0, ..., 1, 1, 1],
       [0, 0, 0, ..., 1, 1, 1],
       ...,
       [2, 0, 0, ..., 0, 0, 0],
       [2, 2, 2, ..., 0, 0, 0],
       [2, 2, 2, ..., 0, 0, 0]], shape=(1498, 2571))</pre></div></div></li><li class="xr-section-item"><input id="section-113da142-3605-4ffa-9a14-9dff8958870e" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-113da142-3605-4ffa-9a14-9dff8958870e" class="xr-section-summary">Coordinates: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">9.841e+06 9.841e+06 ... 9.856e+06</div><input id="attrs-615edc1c-c816-40c6-a06b-7791da042522" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-615edc1c-c816-40c6-a06b-7791da042522" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-26b1473e-6a9c-422b-a8fd-e96f421d04d6" class="xr-var-data-in" type="checkbox"><label for="data-26b1473e-6a9c-422b-a8fd-e96f421d04d6" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([9840737.461805, 9840747.461805, 9840757.461805, ..., 9855687.461805,
       9855697.461805, 9855707.461805], shape=(1498,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">2.494e+05 2.494e+05 ... 2.751e+05</div><input id="attrs-41020716-e20d-40b8-9775-51ed358049e5" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-41020716-e20d-40b8-9775-51ed358049e5" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-3d34d411-2d40-48a3-bd10-46cd4bcd5b99" class="xr-var-data-in" type="checkbox"><label for="data-3d34d411-2d40-48a3-bd10-46cd4bcd5b99" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([249404.049107, 249414.049107, 249424.049107, ..., 275084.049107,
       275094.049107, 275104.049107], shape=(2571,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span>spatial_ref</span></div><div class="xr-var-dims">()</div><div class="xr-var-dtype">int64</div><div class="xr-var-preview xr-preview">0</div><input id="attrs-0b018acc-a626-4456-8696-9500da0f7c34" class="xr-var-attrs-in" type="checkbox"><label for="attrs-0b018acc-a626-4456-8696-9500da0f7c34" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-0b48d92d-fc8a-4cef-9a41-5cf7fb7ffe0a" class="xr-var-data-in" type="checkbox"><label for="data-0b48d92d-fc8a-4cef-9a41-5cf7fb7ffe0a" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"><dt><span>crs_wkt :</span></dt><dd>PROJCS["WGS 84 / UTM zone 37S",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",39],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",10000000],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32737"]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 37S</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>39.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>10000000.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS["WGS 84 / UTM zone 37S",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",39],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",10000000],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32737"]]</dd></dl></div><div class="xr-var-data"><pre>array(0)</pre></div></li></ul></div></li></ul></div></div>
</div>
</div>
</section>
<section id="tessera" class="level3">
<h3 class="anchored" data-anchor-id="tessera">Tessera</h3>
<div id="2c529f75" class="cell" data-execution_count="20">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb22" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb22-1">gt_infra_classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> PixelClassifier()</span>
<span id="cb22-2">gt_infra_classifier._classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> mlp_classifier</span>
<span id="cb22-3">X, y, coords, labels_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_infra_classifier.prepare_data(overture_da, gt_embeddings_2024_da, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"overture"</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2000</span>)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-11-24 10:42:43.902</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">prepare_data</span>:<span class="ansi-cyan-fg">90</span> - <span class="ansi-bold">Preparing data for band overture</span>

<span class="ansi-green-fg">2025-11-24 10:42:44.006</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_sample_classes</span>:<span class="ansi-cyan-fg">26</span> - <span class="ansi-bold">Sampling classes for band overture</span>

<span class="ansi-green-fg">2025-11-24 10:42:46.176</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_extract_embeddings</span>:<span class="ansi-cyan-fg">55</span> - <span class="ansi-bold">Extracting embeddings for 8000 coordinates</span>
</pre>
</div>
</div>
</div>
<div id="2526b47a" class="cell" data-execution_count="21">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb23" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb23-1">gt_infra_classifier.train()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-11-24 10:43:09.032</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">train</span>:<span class="ansi-cyan-fg">129</span> - <span class="ansi-bold">✅ Model training complete.</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="21">
<style>#sk-container-id-2 {
  /* Definition of color scheme common for light and dark mode */
  --sklearn-color-text: #000;
  --sklearn-color-text-muted: #666;
  --sklearn-color-line: gray;
  /* Definition of color scheme for unfitted estimators */
  --sklearn-color-unfitted-level-0: #fff5e6;
  --sklearn-color-unfitted-level-1: #f6e4d2;
  --sklearn-color-unfitted-level-2: #ffe0b3;
  --sklearn-color-unfitted-level-3: chocolate;
  /* Definition of color scheme for fitted estimators */
  --sklearn-color-fitted-level-0: #f0f8ff;
  --sklearn-color-fitted-level-1: #d4ebff;
  --sklearn-color-fitted-level-2: #b3dbfd;
  --sklearn-color-fitted-level-3: cornflowerblue;

  /* Specific color for light theme */
  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));
  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));
  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));
  --sklearn-color-icon: #696969;

  @media (prefers-color-scheme: dark) {
    /* Redefinition of color scheme for dark theme */
    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));
    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));
    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));
    --sklearn-color-icon: #878787;
  }
}

#sk-container-id-2 {
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}

#sk-container-id-2 pre {
  padding: 0;
}

#sk-container-id-2 input.sk-hidden--visually {
  border: 0;
  clip: rect(1px 1px 1px 1px);
  clip: rect(1px, 1px, 1px, 1px);
  height: 1px;
  margin: -1px;
  overflow: hidden;
  padding: 0;
  position: absolute;
  width: 1px;
}

#sk-container-id-2 div.sk-dashed-wrapped {
  border: 1px dashed var(--sklearn-color-line);
  margin: 0 0.4em 0.5em 0.4em;
  box-sizing: border-box;
  padding-bottom: 0.4em;
  background-color: var(--sklearn-color-background);
}

#sk-container-id-2 div.sk-container {
  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`
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     so we also need the `!important` here to be able to override the
     default hidden behavior on the sphinx rendered scikit-learn.org.
     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */
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}

#sk-container-id-2 div.sk-text-repr-fallback {
  display: none;
}

div.sk-parallel-item,
div.sk-serial,
div.sk-item {
  /* draw centered vertical line to link estimators */
  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));
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  background-repeat: no-repeat;
  background-position: center center;
}

/* Parallel-specific style estimator block */

#sk-container-id-2 div.sk-parallel-item::after {
  content: "";
  width: 100%;
  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);
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}

#sk-container-id-2 div.sk-parallel {
  display: flex;
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  background-color: var(--sklearn-color-background);
  position: relative;
}

#sk-container-id-2 div.sk-parallel-item {
  display: flex;
  flex-direction: column;
}

#sk-container-id-2 div.sk-parallel-item:first-child::after {
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  width: 50%;
}

#sk-container-id-2 div.sk-parallel-item:last-child::after {
  align-self: flex-start;
  width: 50%;
}

#sk-container-id-2 div.sk-parallel-item:only-child::after {
  width: 0;
}

/* Serial-specific style estimator block */

#sk-container-id-2 div.sk-serial {
  display: flex;
  flex-direction: column;
  align-items: center;
  background-color: var(--sklearn-color-background);
  padding-right: 1em;
  padding-left: 1em;
}


/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is
clickable and can be expanded/collapsed.
- Pipeline and ColumnTransformer use this feature and define the default style
- Estimators will overwrite some part of the style using the `sk-estimator` class
*/

/* Pipeline and ColumnTransformer style (default) */

#sk-container-id-2 div.sk-toggleable {
  /* Default theme specific background. It is overwritten whether we have a
  specific estimator or a Pipeline/ColumnTransformer */
  background-color: var(--sklearn-color-background);
}

/* Toggleable label */
#sk-container-id-2 label.sk-toggleable__label {
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  display: flex;
  width: 100%;
  margin-bottom: 0;
  padding: 0.5em;
  box-sizing: border-box;
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  justify-content: space-between;
  gap: 0.5em;
}

#sk-container-id-2 label.sk-toggleable__label .caption {
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  font-weight: lighter;
  color: var(--sklearn-color-text-muted);
}

#sk-container-id-2 label.sk-toggleable__label-arrow:before {
  /* Arrow on the left of the label */
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  float: left;
  margin-right: 0.25em;
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}

#sk-container-id-2 label.sk-toggleable__label-arrow:hover:before {
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}

/* Toggleable content - dropdown */

#sk-container-id-2 div.sk-toggleable__content {
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  text-align: left;
  /* unfitted */
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}

#sk-container-id-2 div.sk-toggleable__content.fitted {
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}

#sk-container-id-2 div.sk-toggleable__content pre {
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}

#sk-container-id-2 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {
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}

/* Pipeline/ColumnTransformer-specific style */

#sk-container-id-2 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {
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  background-color: var(--sklearn-color-unfitted-level-2);
}

#sk-container-id-2 div.sk-label.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {
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}

/* Estimator-specific style */

/* Colorize estimator box */
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  background-color: var(--sklearn-color-unfitted-level-2);
}

#sk-container-id-2 div.sk-estimator.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {
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}

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}

/* Estimator-specific */
#sk-container-id-2 div.sk-estimator {
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  box-sizing: border-box;
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#sk-container-id-2 div.sk-estimator.fitted {
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/* on hover */
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#sk-container-id-2 div.sk-estimator.fitted:hover {
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/* Specification for estimator info (e.g. "i" and "?") */

/* Common style for "i" and "?" */

.sk-estimator-doc-link,
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.sk-estimator-doc-link.fitted,
a:link.sk-estimator-doc-link.fitted,
a:visited.sk-estimator-doc-link.fitted {
  /* fitted */
  border: var(--sklearn-color-fitted-level-1) 1pt solid;
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/* On hover */
div.sk-estimator:hover .sk-estimator-doc-link:hover,
.sk-estimator-doc-link:hover,
div.sk-label-container:hover .sk-estimator-doc-link:hover,
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}

div.sk-estimator.fitted:hover .sk-estimator-doc-link.fitted:hover,
.sk-estimator-doc-link.fitted:hover,
div.sk-label-container:hover .sk-estimator-doc-link.fitted:hover,
.sk-estimator-doc-link.fitted:hover {
  /* fitted */
  background-color: var(--sklearn-color-fitted-level-3);
  color: var(--sklearn-color-background);
  text-decoration: none;
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/* Span, style for the box shown on hovering the info icon */
.sk-estimator-doc-link span {
  display: none;
  z-index: 9999;
  position: relative;
  font-weight: normal;
  right: .2ex;
  padding: .5ex;
  margin: .5ex;
  width: min-content;
  min-width: 20ex;
  max-width: 50ex;
  color: var(--sklearn-color-text);
  box-shadow: 2pt 2pt 4pt #999;
  /* unfitted */
  background: var(--sklearn-color-unfitted-level-0);
  border: .5pt solid var(--sklearn-color-unfitted-level-3);
}

.sk-estimator-doc-link.fitted span {
  /* fitted */
  background: var(--sklearn-color-fitted-level-0);
  border: var(--sklearn-color-fitted-level-3);
}

.sk-estimator-doc-link:hover span {
  display: block;
}

/* "?"-specific style due to the `<a>` HTML tag */

#sk-container-id-2 a.estimator_doc_link {
  float: right;
  font-size: 1rem;
  line-height: 1em;
  font-family: monospace;
  background-color: var(--sklearn-color-background);
  border-radius: 1rem;
  height: 1rem;
  width: 1rem;
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  color: var(--sklearn-color-unfitted-level-1);
  border: var(--sklearn-color-unfitted-level-1) 1pt solid;
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#sk-container-id-2 a.estimator_doc_link.fitted {
  /* fitted */
  border: var(--sklearn-color-fitted-level-1) 1pt solid;
  color: var(--sklearn-color-fitted-level-1);
}

/* On hover */
#sk-container-id-2 a.estimator_doc_link:hover {
  /* unfitted */
  background-color: var(--sklearn-color-unfitted-level-3);
  color: var(--sklearn-color-background);
  text-decoration: none;
}

#sk-container-id-2 a.estimator_doc_link.fitted:hover {
  /* fitted */
  background-color: var(--sklearn-color-fitted-level-3);
}

.estimator-table summary {
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    cursor: pointer;
}

.estimator-table details[open] {
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    padding-right: 0.1rem;
    padding-bottom: 0.3rem;
}

.estimator-table .parameters-table {
    margin-left: auto !important;
    margin-right: auto !important;
}

.estimator-table .parameters-table tr:nth-child(odd) {
    background-color: #fff;
}

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    background-color: #f6f6f6;
}

.estimator-table .parameters-table tr:hover {
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}

.estimator-table table td {
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}

.user-set td {
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}

.user-set td.value pre {
    color:rgb(255, 94, 0) !important;
    background-color: transparent !important;
}

.default td {
    color: black;
    text-align: left;
}

.user-set td i,
.default td i {
    color: black;
}

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</style><div id="sk-container-id-2" class="sk-top-container"><div class="sk-text-repr-fallback"><pre>MLPClassifier(hidden_layer_sizes=(100, 100), max_iter=2000, random_state=411)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br>On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class="sk-container" hidden=""><div class="sk-item"><div class="sk-estimator fitted sk-toggleable"><input class="sk-toggleable__control sk-hidden--visually" id="sk-estimator-id-2" type="checkbox" checked=""><label for="sk-estimator-id-2" class="sk-toggleable__label fitted sk-toggleable__label-arrow"><div><div>MLPClassifier</div></div><div><a class="sk-estimator-doc-link fitted" rel="noreferrer" target="_blank" href="https://scikit-learn.org/1.7/modules/generated/sklearn.neural_network.MLPClassifier.html">?<span>Documentation for MLPClassifier</span></a><span class="sk-estimator-doc-link fitted">i<span>Fitted</span></span></div></label><div class="sk-toggleable__content fitted" data-param-prefix="">
        <div class="estimator-table">
            <details>
                <summary>Parameters</summary>
                
<table class="parameters-table caption-top table table-sm table-striped small">
<tbody>
<tr class="user-set odd">
<td><em></em></td>
<td class="param">hidden_layer_sizes&nbsp;</td>
<td class="value">(100, ...)</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">activation&nbsp;</td>
<td class="value">'relu'</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">solver&nbsp;</td>
<td class="value">'adam'</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">alpha&nbsp;</td>
<td class="value">0.0001</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">batch_size&nbsp;</td>
<td class="value">'auto'</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">learning_rate&nbsp;</td>
<td class="value">'constant'</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">learning_rate_init&nbsp;</td>
<td class="value">0.001</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">power_t&nbsp;</td>
<td class="value">0.5</td>
</tr>
<tr class="user-set odd">
<td><em></em></td>
<td class="param">max_iter&nbsp;</td>
<td class="value">2000</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">shuffle&nbsp;</td>
<td class="value">True</td>
</tr>
<tr class="user-set odd">
<td><em></em></td>
<td class="param">random_state&nbsp;</td>
<td class="value">411</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">tol&nbsp;</td>
<td class="value">0.0001</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">verbose&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">warm_start&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">momentum&nbsp;</td>
<td class="value">0.9</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">nesterovs_momentum&nbsp;</td>
<td class="value">True</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">early_stopping&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">validation_fraction&nbsp;</td>
<td class="value">0.1</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">beta_1&nbsp;</td>
<td class="value">0.9</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">beta_2&nbsp;</td>
<td class="value">0.999</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">epsilon&nbsp;</td>
<td class="value">1e-08</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">n_iter_no_change&nbsp;</td>
<td class="value">10</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">max_fun&nbsp;</td>
<td class="value">15000</td>
</tr>
</tbody>
</table>

            </details>
        </div>
    </div></div></div></div></div><script>function copyToClipboard(text, element) {
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</div>
</div>
<div id="d3c0e500" class="cell" data-execution_count="22">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb24" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb24-1">y_gt_infra_test_pred <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_infra_classifier.evaluate()</span>
<span id="cb24-2">ConfusionMatrixDisplay.from_estimator(gt_infra_classifier._classifier, gt_infra_classifier._X_test, gt_infra_classifier._y_test)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-11-24 10:43:09.079</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">evaluate</span>:<span class="ansi-cyan-fg">137</span> - <span class="ansi-bold">

--- 📊 Classification Report ---</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-stdout">
<pre><code>              precision    recall  f1-score   support

           0       0.69      0.66      0.68       600
           1       0.67      0.69      0.68       600
           2       0.51      0.53      0.52       600
           3       0.78      0.76      0.77       600

    accuracy                           0.66      2400
   macro avg       0.66      0.66      0.66      2400
weighted avg       0.66      0.66      0.66      2400
</code></pre>
</div>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2025-11-16-tessera_example_files/figure-html/cell-22-output-3.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
<div id="bada0b35" class="cell" data-execution_count="23">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb26" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb26-1">gt_infra_pred_roi_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_infra_classifier.classify_roi(gt_embeddings_2024_da)</span>
<span id="cb26-2">gt_infra_pred_roi_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_infra_pred_roi_da.rio.write_crs(example.utm_crs)</span>
<span id="cb26-3">gt_infra_pred_roi_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-11-24 10:43:09.323</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">classify_roi</span>:<span class="ansi-cyan-fg">148</span> - <span class="ansi-bold">Classifying entire ROI</span>
</pre>
</div>
</div>
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray 'predicted_class' (y: 1500, x: 2572)&gt; Size: 31MB
array([[2, 2, 2, ..., 0, 0, 2],
       [2, 2, 2, ..., 0, 0, 2],
       [2, 2, 2, ..., 0, 0, 2],
       ...,
       [0, 0, 0, ..., 1, 1, 2],
       [0, 0, 0, ..., 1, 0, 2],
       [0, 0, 0, ..., 1, 2, 2]], shape=(1500, 2572))
Coordinates:
  * y            (y) float64 12kB 9.856e+06 9.856e+06 ... 9.841e+06 9.841e+06
  * x            (x) float64 21kB 2.494e+05 2.494e+05 ... 2.751e+05 2.751e+05
    spatial_ref  int64 8B 0</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-obj-name">'predicted_class'</div><ul class="xr-dim-list"><li><span class="xr-has-index">y</span>: 1500</li><li><span class="xr-has-index">x</span>: 2572</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-7b0846d7-a4ee-43b9-a730-37176758ffdc" class="xr-array-in" type="checkbox" checked=""><label for="section-7b0846d7-a4ee-43b9-a730-37176758ffdc" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>2 2 2 2 2 2 2 1 0 0 0 0 0 0 0 0 1 ... 1 1 0 1 1 0 0 2 2 2 2 1 1 1 2 2</span></div><div class="xr-array-data"><pre>array([[2, 2, 2, ..., 0, 0, 2],
       [2, 2, 2, ..., 0, 0, 2],
       [2, 2, 2, ..., 0, 0, 2],
       ...,
       [0, 0, 0, ..., 1, 1, 2],
       [0, 0, 0, ..., 1, 0, 2],
       [0, 0, 0, ..., 1, 2, 2]], shape=(1500, 2572))</pre></div></div></li><li class="xr-section-item"><input id="section-fefea45d-0f19-4164-b329-f49d60e70cd7" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-fefea45d-0f19-4164-b329-f49d60e70cd7" class="xr-section-summary">Coordinates: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">9.856e+06 9.856e+06 ... 9.841e+06</div><input id="attrs-a5f4d565-9d3c-41ee-af61-20ec13f2c046" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-a5f4d565-9d3c-41ee-af61-20ec13f2c046" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-c70f5959-32cf-4bf9-a211-571aec910336" class="xr-var-data-in" type="checkbox"><label for="data-c70f5959-32cf-4bf9-a211-571aec910336" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([9855717.546948, 9855707.546948, 9855697.546948, ..., 9840747.546948,
       9840737.546948, 9840727.546948], shape=(1500,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">2.494e+05 2.494e+05 ... 2.751e+05</div><input id="attrs-db657bd1-ce21-4473-ad59-6ed38ee40f85" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-db657bd1-ce21-4473-ad59-6ed38ee40f85" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-ffb93fb5-264c-46a6-bb1b-ea6d211ed0cf" class="xr-var-data-in" type="checkbox"><label for="data-ffb93fb5-264c-46a6-bb1b-ea6d211ed0cf" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([249398.880394, 249408.880394, 249418.880394, ..., 275088.880394,
       275098.880394, 275108.880394], shape=(2572,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span>spatial_ref</span></div><div class="xr-var-dims">()</div><div class="xr-var-dtype">int64</div><div class="xr-var-preview xr-preview">0</div><input id="attrs-81e54085-90ff-4ff7-8599-0affb767960e" class="xr-var-attrs-in" type="checkbox"><label for="attrs-81e54085-90ff-4ff7-8599-0affb767960e" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-dba56b5c-3945-4103-b5c9-41de15b85f79" class="xr-var-data-in" type="checkbox"><label for="data-dba56b5c-3945-4103-b5c9-41de15b85f79" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"><dt><span>crs_wkt :</span></dt><dd>PROJCS["WGS 84 / UTM zone 37S",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",39],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",10000000],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32737"]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 37S</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>39.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>10000000.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS["WGS 84 / UTM zone 37S",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",39],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",10000000],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32737"]]</dd></dl></div><div class="xr-var-data"><pre>array(0)</pre></div></li></ul></div></li></ul></div></div>
</div>
</div>
<div id="90aebd41" class="cell" data-execution_count="24">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb27" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb27-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> matplotlib.cm <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> cm</span>
<span id="cb27-2"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Your Setup Code ---</span></span>
<span id="cb27-3">num_classes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span></span>
<span id="cb27-4"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Get the viridis colormap, sampled into num_classes discrete colors</span></span>
<span id="cb27-5">viridis <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.get_cmap(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'viridis'</span>, num_classes)</span>
<span id="cb27-6"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Create a ListedColormap</span></span>
<span id="cb27-7">discrete_cmap <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ListedColormap([viridis(i) <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> i <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(num_classes)])</span>
<span id="cb27-8"></span>
<span id="cb27-9">cmap <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> discrete_cmap</span>
<span id="cb27-10"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Create boundaries for the discrete classes. </span></span>
<span id="cb27-11"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># For classes 0, 1, 2, boundaries are -0.5, 0.5, 1.5, 2.5</span></span>
<span id="cb27-12">boundaries <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.arange(num_classes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span></span>
<span id="cb27-13"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Create a BoundaryNorm to map data values to colors</span></span>
<span id="cb27-14">norm <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> mcolors.BoundaryNorm(boundaries, cmap.N)</span>
<span id="cb27-15"></span>
<span id="cb27-16"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Plotting ---</span></span>
<span id="cb27-17"></span>
<span id="cb27-18"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Create the figure and axes</span></span>
<span id="cb27-19"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># We can use constrained_layout=True to help manage space</span></span>
<span id="cb27-20">fig, axs <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.subplots(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>, figsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">14</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">7</span>), constrained_layout<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb27-21"></span>
<span id="cb27-22"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Plot the OpenBuildings infrastructure band</span></span>
<span id="cb27-23">overture_da.sel(band<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'overture'</span>).plot(</span>
<span id="cb27-24">    ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>],</span>
<span id="cb27-25">    alpha<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.7</span>,</span>
<span id="cb27-26">    cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap,       <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Apply discrete cmap</span></span>
<span id="cb27-27">    norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm,       <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Apply discrete norm</span></span>
<span id="cb27-28">    add_colorbar<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span> <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- KEY: Disable individual colorbar</span></span>
<span id="cb27-29">)</span>
<span id="cb27-30"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Plot the example_row geometry outline on top</span></span>
<span id="cb27-31"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># A boundary line usually has a single color</span></span>
<span id="cb27-32">axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Overture Data"</span>)</span>
<span id="cb27-33">axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_xlabel(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>)</span>
<span id="cb27-34">axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_ylabel(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>)</span>
<span id="cb27-35"></span>
<span id="cb27-36"></span>
<span id="cb27-37"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Plot the ground truth data</span></span>
<span id="cb27-38">gt_infra_pred_roi_da.plot(</span>
<span id="cb27-39">    ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>],</span>
<span id="cb27-40">    alpha<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.7</span>,</span>
<span id="cb27-41">    cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap,       <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Apply discrete cmap</span></span>
<span id="cb27-42">    norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm,       <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Apply discrete norm</span></span>
<span id="cb27-43">    add_colorbar<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span> <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- KEY: Disable individual colorbar</span></span>
<span id="cb27-44">)</span>
<span id="cb27-45">axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Tessera Predictions (MLP)"</span>)</span>
<span id="cb27-46">axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_xlabel(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>)</span>
<span id="cb27-47">axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_ylabel(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>)</span>
<span id="cb27-48"></span>
<span id="cb27-49"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Plot the ground truth data</span></span>
<span id="cb27-50">ae_infra_pred_roi_da.plot(</span>
<span id="cb27-51">    ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>],</span>
<span id="cb27-52">    alpha<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.7</span>,</span>
<span id="cb27-53">    cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap,       <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Apply discrete cmap</span></span>
<span id="cb27-54">    norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm,       <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Apply discrete norm</span></span>
<span id="cb27-55">    add_colorbar<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span> <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- KEY: Disable individual colorbar</span></span>
<span id="cb27-56">)</span>
<span id="cb27-57">axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"AlphaEarth Predictions (MLP)"</span>)</span>
<span id="cb27-58">axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].set_xlabel(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>)</span>
<span id="cb27-59">axs[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].set_ylabel(<span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">None</span>)</span>
<span id="cb27-60"></span>
<span id="cb27-61"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Create the single, discrete colorbar at the bottom ---</span></span>
<span id="cb27-62"></span>
<span id="cb27-63"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 1. Create a ScalarMappable object to pass to the colorbar function</span></span>
<span id="cb27-64"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># This object links the colormap and normalization</span></span>
<span id="cb27-65">sm <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> cm.ScalarMappable(cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm)</span>
<span id="cb27-66">sm.set_array([]) <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># You can pass an empty array</span></span>
<span id="cb27-67"></span>
<span id="cb27-68"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 2. Add the colorbar to the figure</span></span>
<span id="cb27-69"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># - orientation='horizontal' places it at the bottom</span></span>
<span id="cb27-70"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># - ax=axs places it relative to the axes array</span></span>
<span id="cb27-71"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># - shrink, pad, aspect are for styling</span></span>
<span id="cb27-72">cbar <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> fig.colorbar(</span>
<span id="cb27-73">    sm,</span>
<span id="cb27-74">    ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axs, <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Use the array of axes</span></span>
<span id="cb27-75">    orientation<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'horizontal'</span>,</span>
<span id="cb27-76">    pad<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.1</span>,    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Padding from the subplots</span></span>
<span id="cb27-77">    shrink<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.7</span>, <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Make it 70% of the total width</span></span>
<span id="cb27-78">    aspect<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">30</span>   <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Ratio of long to short side</span></span>
<span id="cb27-79">)</span>
<span id="cb27-80"></span>
<span id="cb27-81"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 3. Set discrete ticks and labels</span></span>
<span id="cb27-82"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># We want ticks to be in the *middle* of each class boundary</span></span>
<span id="cb27-83"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># For classes 0, 1, 2, the centers are 0, 1, 2</span></span>
<span id="cb27-84">tick_locs <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.arange(num_classes)</span>
<span id="cb27-85">cbar.set_ticks(tick_locs)</span>
<span id="cb27-86"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># You can set custom labels here if you want</span></span>
<span id="cb27-87">cbar.set_ticklabels([<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Natural/Non-Built-up'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Buildings'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Roads'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Infrastructure'</span>])</span>
<span id="cb27-88">cbar.set_label(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Infrastructure Class"</span>, fontsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">12</span>)</span>
<span id="cb27-89"></span>
<span id="cb27-90"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Show the plot</span></span>
<span id="cb27-91">plt.show()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2025-11-16-tessera_example_files/figure-html/cell-24-output-1.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
<div id="4dad19ba" class="cell" data-execution_count="25">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb28" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb28-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> branca.colormap <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> cm</span>
<span id="cb28-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> folium</span>
<span id="cb28-3"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Colormap Setup (for Folium/Branca) ---</span></span>
<span id="cb28-4">num_classes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span></span>
<span id="cb28-5"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Get the same discrete viridis colors from matplotlib</span></span>
<span id="cb28-6">viridis <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.get_cmap(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'viridis'</span>, num_classes)</span>
<span id="cb28-7"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Get the hex codes, which branca understands</span></span>
<span id="cb28-8">colors_hex <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [mcolors.to_hex(viridis(i)) <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> i <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">range</span>(num_classes)]</span>
<span id="cb28-9"></span>
<span id="cb28-10"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Create the boundaries for classes 0, 1, 2</span></span>
<span id="cb28-11">boundaries <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.arange(num_classes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span></span>
<span id="cb28-12"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Create a StepColormap for Branca</span></span>
<span id="cb28-13"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># This maps values in bins:</span></span>
<span id="cb28-14"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># [-0.5, 0.5] -&gt; color 0</span></span>
<span id="cb28-15"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># [ 0.5, 1.5] -&gt; color 1</span></span>
<span id="cb28-16"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># [ 1.5, 2.5] -&gt; color 2</span></span>
<span id="cb28-17">cmap_branca <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> cm.StepColormap(</span>
<span id="cb28-18">    colors_hex,</span>
<span id="cb28-19">    index<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>boundaries,</span>
<span id="cb28-20">    vmin<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>boundaries[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>],</span>
<span id="cb28-21">    vmax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>boundaries[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>],</span>
<span id="cb28-22">    caption<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">f'Infrastructure Class (Discrete </span><span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span>num_classes<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span><span class="ss" style="color: #20794D;
background-color: null;
font-style: inherit;">-class Viridis)'</span></span>
<span id="cb28-23">)</span>
<span id="cb28-24"></span>
<span id="cb28-25">bbox <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> example.bbox  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># [min_lon, min_lat, max_lon, max_lat]</span></span>
<span id="cb28-26">bounds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [[bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>], bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]], [bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>], bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]]]  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># [[south, west], [north, east]]</span></span>
<span id="cb28-27"></span>
<span id="cb28-28"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Center for the map</span></span>
<span id="cb28-29">center <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [(bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>]) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, (bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]</span>
<span id="cb28-30"></span>
<span id="cb28-31"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Create the Folium Map ---</span></span>
<span id="cb28-32">m <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> folium.Map(location<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>center, zoom_start<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">14</span>, tiles<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"OpenStreetMap"</span>)</span>
<span id="cb28-33"></span>
<span id="cb28-34"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Add Data Layers ---</span></span>
<span id="cb28-35"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># We use FeatureGroups to make the layers toggleable</span></span>
<span id="cb28-36"></span>
<span id="cb28-37"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 1. Overture Data Layer</span></span>
<span id="cb28-38">overture_group <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> folium.FeatureGroup(name<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Overture Data'</span>, show<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>).add_to(m)</span>
<span id="cb28-39">folium.raster_layers.ImageOverlay(</span>
<span id="cb28-40">    image<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>np.flipud(overture_da.sel(band<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'overture'</span>).values), <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Pass the 2D numpy array</span></span>
<span id="cb28-41">    bounds<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>bounds,</span>
<span id="cb28-42">    opacity<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.7</span>,</span>
<span id="cb28-43">    colormap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap_branca, <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Pass the branca colormap</span></span>
<span id="cb28-44">).add_to(overture_group)</span>
<span id="cb28-45"></span>
<span id="cb28-46"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 2. Ground Truth Layer</span></span>
<span id="cb28-47">gt_group <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> folium.FeatureGroup(name<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Tessera'</span>, show<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>).add_to(m)</span>
<span id="cb28-48">folium.raster_layers.ImageOverlay(</span>
<span id="cb28-49">    image<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>np.flipud(gt_infra_pred_roi_da.values), <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># This array is already 2D</span></span>
<span id="cb28-50">    bounds<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>bounds,</span>
<span id="cb28-51">    opacity<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.7</span>,</span>
<span id="cb28-52">    colormap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap_branca</span>
<span id="cb28-53">).add_to(gt_group)</span>
<span id="cb28-54"></span>
<span id="cb28-55"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 3. AE Infra Prediction Layer</span></span>
<span id="cb28-56">ae_group <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> folium.FeatureGroup(name<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'AlphaEarth'</span>, show<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>).add_to(m)</span>
<span id="cb28-57">folium.raster_layers.ImageOverlay(</span>
<span id="cb28-58">    image<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>np.flipud(ae_infra_pred_roi_da.values), <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># This array is already 2D</span></span>
<span id="cb28-59">    bounds<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>bounds,</span>
<span id="cb28-60">    opacity<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.7</span>,</span>
<span id="cb28-61">    colormap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap_branca</span>
<span id="cb28-62">).add_to(ae_group)</span>
<span id="cb28-63"></span>
<span id="cb28-64"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Add the Colormap Legend and Layer Control ---</span></span>
<span id="cb28-65">cmap_branca.add_to(m)</span>
<span id="cb28-66">folium.LayerControl().add_to(m)</span>
<span id="cb28-67">m</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-display" data-execution_count="25">
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            var map_8e3e3682859f6b60b23d70c0d2f8811c = L.map(
                &quot;map_8e3e3682859f6b60b23d70c0d2f8811c&quot;,
                {
                    center: [-1.3722050354510045, 36.8633175112086],
                    crs: L.CRS.EPSG3857,
                    ...{
  &quot;zoom&quot;: 14,
  &quot;zoomControl&quot;: true,
  &quot;preferCanvas&quot;: false,
}

                }
            );

            

        
    
            var tile_layer_1027f23db3a42ecb6af94be4a52b684b = L.tileLayer(
                &quot;https://tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,
                {
  &quot;minZoom&quot;: 0,
  &quot;maxZoom&quot;: 19,
  &quot;maxNativeZoom&quot;: 19,
  &quot;noWrap&quot;: false,
  &quot;attribution&quot;: &quot;\u0026copy; \u003ca href=\&quot;https://www.openstreetmap.org/copyright\&quot;\u003eOpenStreetMap\u003c/a\u003e contributors&quot;,
  &quot;subdomains&quot;: &quot;abc&quot;,
  &quot;detectRetina&quot;: false,
  &quot;tms&quot;: false,
  &quot;opacity&quot;: 1,
}

            );
        
    
            tile_layer_1027f23db3a42ecb6af94be4a52b684b.addTo(map_8e3e3682859f6b60b23d70c0d2f8811c);
        
    
            var feature_group_41e83bf7997c081605529c946c060963 = L.featureGroup(
                {
}
            );
        
    
            var image_overlay_93b574359844058e4af19569b7bad3aa = L.imageOverlay(
                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  &quot;opacity&quot;: 0.7,
}
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            image_overlay_112f366ab16f3ec2926c4504ebcadf22.addTo(feature_group_5d1625b8b238f2d39c09f934dd3215f5);
        
    
    var color_map_990014e51c6309455653c3fbe41dd9fc = {};

    
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</html>" style="position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;" allowfullscreen="" webkitallowfullscreen="" mozallowfullscreen=""></iframe></div></div>
</div>
</div>
<div id="908979f4" class="cell" data-execution_count="49">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb29" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb29-1"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Ensure the DataArray has proper dtype, integer values (for class IDs), and CRS before saving</span></span>
<span id="cb29-2"></span>
<span id="cb29-3"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Convert to integer type (class IDs)</span></span>
<span id="cb29-4">out_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_infra_pred_roi_da.astype(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"uint8"</span>)</span>
<span id="cb29-5"></span>
<span id="cb29-6"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Ensure the spatial_ref CRS attribute exists and is valid</span></span>
<span id="cb29-7"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">not</span> out_da.rio.crs:</span>
<span id="cb29-8">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Try to set CRS from original source if missing</span></span>
<span id="cb29-9">    out_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> out_da.rio.write_crs(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"EPSG:32629"</span>, inplace<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>)  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Adjust to your actual UTM CRS</span></span>
<span id="cb29-10"></span>
<span id="cb29-11"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Remove any singleton bands dimension (make 2D)</span></span>
<span id="cb29-12"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"band"</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> out_da.dims <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">and</span> out_da.sizes[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"band"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>:</span>
<span id="cb29-13">    out_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> out_da.squeeze(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"band"</span>, drop<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb29-14"></span>
<span id="cb29-15"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Remove NaNs (replace with a nodata value)</span></span>
<span id="cb29-16">nodata_value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">255</span></span>
<span id="cb29-17">out_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> out_da.fillna(nodata_value)</span>
<span id="cb29-18">out_da.rio.write_nodata(nodata_value, inplace<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb29-19"></span>
<span id="cb29-20">out_da.rio.to_raster(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"ae_infra_pred_roi_da.tif"</span>)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-display">

            <style>
                .geemap-dark {
                    --jp-widgets-color: white;
                    --jp-widgets-label-color: white;
                    --jp-ui-font-color1: white;
                    --jp-layout-color2: #454545;
                    background-color: #383838;
                }

                .geemap-dark .jupyter-button {
                    --jp-layout-color3: #383838;
                }

                .geemap-colab {
                    background-color: var(--colab-primary-surface-color, white);
                }

                .geemap-colab .jupyter-button {
                    --jp-layout-color3: var(--colab-primary-surface-color, white);
                }
            </style>
            
</div>
</div>
</section>
</section>
</section>
<section id="google-earth" class="level1">
<h1>Google Earth</h1>
<div id="8feeee48" class="cell" data-execution_count="46">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb30" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb30-1">collection <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> request_gee_image(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'COPERNICUS/S2_HARMONIZED'</span>, date<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'2024-11-05'</span>, date_end<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'2025-11-05'</span>, bbox<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>example.bbox).<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">filter</span>(ee.Filter.lt(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'CLOUDY_PIXEL_PERCENTAGE'</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">20</span>))</span>
<span id="cb30-2">composite <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> collection.median()</span></code></pre></div></div>
</details>
</div>
<div id="658cccd3" class="cell">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb31" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb31-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> geemap</span>
<span id="cb31-2"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Visualization parameters for Sentinel-2 RGB</span></span>
<span id="cb31-3">vis_params <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {</span>
<span id="cb31-4">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'bands'</span>: [<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'B4'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'B3'</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'B2'</span>],  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Red, Green, Blue</span></span>
<span id="cb31-5">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'min'</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>,</span>
<span id="cb31-6">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'max'</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3000</span>,</span>
<span id="cb31-7">    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'gamma'</span>: <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1.4</span></span>
<span id="cb31-8">}</span>
<span id="cb31-9"></span>
<span id="cb31-10">roi <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ee.Geometry.Rectangle(example.bbox)</span>
<span id="cb31-11"></span>
<span id="cb31-12"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Create a geemap interactive map, centered on the ROI</span></span>
<span id="cb31-13">center <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [(example.bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> example.bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>])<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, (example.bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> example.bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>])<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]</span>
<span id="cb31-14">m <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> geemap.Map(center<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>center, zoom<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">9</span>)</span>
<span id="cb31-15">m.addLayer(composite, vis_params, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'Sentinel-2 RGB Composite'</span>)</span>
<span id="cb31-16">m.addLayer(geemap.gdf_to_ee(example_row), {}, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'ROI'</span>)</span>
<span id="cb31-17">m.addLayer(roi, {}, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'bbox'</span>)</span>
<span id="cb31-18"></span>
<span id="cb31-19">m</span></code></pre></div></div>
</details>
</div>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>quarto</category>
  <guid>https://ancazugo.github.io/posts/2025-11-16-tessera_example.html</guid>
  <pubDate>Sun, 16 Nov 2025 00:00:00 GMT</pubDate>
</item>
<item>
  <title>2025-09-21 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-09-21-weekly-notes.html</link>
  <description><![CDATA[ 





<section id="intro" class="level2">
<h2 class="anchored" data-anchor-id="intro">Intro</h2>
<p>This is code-focused post of how I’m building this project for more reproducibility. Also, this is the first post made entirely with a Jupyter notebook (and on an iPad using codespaces 😅), so not too sure if it will render as expected.</p>
<p>So, as mentioned in last week’s post, I’ve been working on how to use geo foundation models (GeoFMs) to classify Local CLimate Zones (LCZ). I managed to structure this project nicely using <code>xarray</code>, <code>dask</code>, and <code>gee</code>from the beginning. Currently, it is using two GeoFMs: Google’s AlphaEarth and Cambridge’s GeoTessera and as labels, it uses the Demuzere’s global map of LCZs (2018) and the classification made with OpenStreeMaps (OSM) data created by Geoclimate (present).</p>
</section>
<section id="code" class="level2">
<h2 class="anchored" data-anchor-id="code">Code</h2>
<section id="packages-and-classes-import" class="level3">
<h3 class="anchored" data-anchor-id="packages-and-classes-import">Packages and Classes import</h3>
<div id="76ae7c15" class="cell" data-execution_count="1">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb1-1"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>load_ext autoreload</span>
<span id="cb1-2"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>autoreload <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span></span>
<span id="cb1-3"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> sys</span>
<span id="cb1-4"></span>
<span id="cb1-5">sys.path.append(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'../src'</span>)</span>
<span id="cb1-6"></span>
<span id="cb1-7"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> utils.paths <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> guppd_path, lcz_dir</span>
<span id="cb1-8"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> utils.constants <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> lcz_dict</span>
<span id="cb1-9"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> gee_helpers <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> authenticate_ee</span>
<span id="cb1-10"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> city <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> City</span>
<span id="cb1-11"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> classifiers.pixel_classifier <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> PixelClassifier</span>
<span id="cb1-12"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> embeddings.geotessera <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> GeoTesseraEmbeddings</span>
<span id="cb1-13"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> embeddings.alpha_earth <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> AlphaEarthEmbeddings</span>
<span id="cb1-14"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> lcz.demuzere <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> Demuzere</span>
<span id="cb1-15"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> lcz.geoclimate <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> Geoclimate</span>
<span id="cb1-16"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> numpy <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> np</span>
<span id="cb1-17"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> xarray <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> xr</span>
<span id="cb1-18"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> geopandas <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> gpd</span>
<span id="cb1-19"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> matplotlib.pyplot <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> plt</span>
<span id="cb1-20"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> matplotlib.colors <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> ListedColormap</span>
<span id="cb1-21"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> matplotlib.colors <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> mcolors</span></code></pre></div></div>
</details>
</div>
</section>
<section id="city-boundaries-setup" class="level3">
<h3 class="anchored" data-anchor-id="city-boundaries-setup">City boundaries setup</h3>
<div id="ab7e63c0" class="cell" data-execution_count="2">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb2-1">guppd_gdf <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gpd.read_file(guppd_path, layer<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"urbanspatial_guppd_v1_polygons"</span>)</span>
<span id="cb2-2">guppd_gdf.sort_values(by<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"GHSPOP_R23_2025"</span>, inplace<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb2-3"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># guppd_gdf = guppd_gdf[guppd_gdf["GHSPOP_R23_2025"] &gt; 1e6]</span></span>
<span id="cb2-4">guppd_gdf.reset_index(drop<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>, inplace<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span></code></pre></div></div>
</details>
</div>
<div id="b3e8b9ce" class="cell" data-execution_count="3">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb3" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb3-1">city_example_gdf <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> guppd_gdf[(guppd_gdf[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"ISO"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"GBR"</span>) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;</span> (guppd_gdf[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"JRC_NAME_MAIN"</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Cambridge"</span>)]</span>
<span id="cb3-2">city_example <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> City(</span>
<span id="cb3-3">    city<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>city_example_gdf[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"JRC_NAME_MAIN"</span>].values[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>],</span>
<span id="cb3-4">    smod_id<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>city_example_gdf[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"SMOD_ID"</span>].values[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>],</span>
<span id="cb3-5">    country_code<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>city_example_gdf[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"ISO"</span>].values[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>],</span>
<span id="cb3-6">    bbox<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>city_example_gdf.total_bounds.tolist(), <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># minx, miny, maxx, maxy</span></span>
<span id="cb3-7">)</span>
<span id="cb3-8">city_example</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-display" data-execution_count="3">
<pre><code>City(city='Cambridge', smod_id='30_4732', country_code='GBR', bbox=[0.08131345500004272, 52.17205629800003, 0.18967890600004012, 52.249807786000076], climate_type='Cfb', utm_crs='EPSG:32631', utm_bbox=[300421.00688341603, 5784191.7236782815, 308164.895357511, 5792544.390988352])</code></pre>
</div>
</div>
</section>
<section id="embeddings-setup" class="level3">
<h3 class="anchored" data-anchor-id="embeddings-setup">Embeddings Setup</h3>
<p>Because of the nature of how LCZs were obtained, I am using AlphaEarth and GeoTessera’s embeddings from 2018 and 2024, where available, to classify LCZs. THis step will either load files from <code>.zarr</code> files or extract the features from Google Earth Engine. In addition, because it is built on <code>dask</code> and <code>xarray</code> it is very easy to see the structure of the dataset (3-dimensional array). The code is capable of sorting the bounding box, resolution, and alignment of the datasets so they are compatible for pixel-level classification.</p>
<div id="8e19aaed" class="cell" data-execution_count="4">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb5-1">year <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2024</span></span>
<span id="cb5-2">ae_2024 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> AlphaEarthEmbeddings(city<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>city_example, year<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>year)</span>
<span id="cb5-3"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># authenticate_ee()</span></span>
<span id="cb5-4">ae_embeddings_2024_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_2024.get_embeddings()</span>
<span id="cb5-5">ae_embeddings_2024_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:42:38.365</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">46</span> - <span class="ansi-bold">Loading cached 'AlphaEarth' embeddings from /maps/acz25/phd-thesis-data/input/Google/AlphaEarth/2024/GBR/30_4732_Cambridge_ae.zarr</span>

<span class="ansi-green-fg">2025-09-19 13:42:38.730</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">53</span> - <span class="ansi-bold">Chunking 'AlphaEarth' embeddings</span>
</pre>
</div>
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray (band: 64, y: 835, x: 774)&gt; Size: 165MB
dask.array&lt;rechunk-merge, shape=(64, 835, 774), dtype=float32, chunksize=(64, 512, 512), chunktype=numpy.ndarray&gt;
Coordinates:
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  * x        (x) float64 6kB 3.004e+05 3.004e+05 ... 3.081e+05 3.082e+05
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Attributes:
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</div></div></li><li class="xr-section-item"><input id="section-aed26568-a4ae-4664-830b-67384f6ef9ff" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-aed26568-a4ae-4664-830b-67384f6ef9ff" class="xr-section-summary">Coordinates: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">5.784e+06 5.784e+06 ... 5.793e+06</div><input id="attrs-718af0e6-0f25-4942-a828-60162d0e91be" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-718af0e6-0f25-4942-a828-60162d0e91be" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-09190931-5f71-46fe-93ff-4029a164d714" class="xr-var-data-in" type="checkbox"><label for="data-09190931-5f71-46fe-93ff-4029a164d714" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([5784196.723678, 5784206.723678, 5784216.723678, ..., 5792516.723678,
       5792526.723678, 5792536.723678], shape=(835,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">3.004e+05 3.004e+05 ... 3.082e+05</div><input id="attrs-5a2974eb-3f03-4fc2-b292-8880b4850c8e" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-5a2974eb-3f03-4fc2-b292-8880b4850c8e" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-2b939cca-5368-442c-87ea-a02988efca7b" class="xr-var-data-in" type="checkbox"><label for="data-2b939cca-5368-442c-87ea-a02988efca7b" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([300426.006883, 300436.006883, 300446.006883, ..., 308136.006883,
       308146.006883, 308156.006883], shape=(774,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">band</span></div><div class="xr-var-dims">(band)</div><div class="xr-var-dtype">object</div><div class="xr-var-preview xr-preview">'A36' 'A04' 'A41' ... 'A34' 'A49'</div><input id="attrs-7002b07d-2ad5-4c68-a199-08fb2d672813" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-7002b07d-2ad5-4c68-a199-08fb2d672813" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-65091ac1-d63c-4d2a-b704-604914f0ac11" class="xr-var-data-in" type="checkbox"><label for="data-65091ac1-d63c-4d2a-b704-604914f0ac11" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array(['A36', 'A04', 'A41', 'A60', 'A25', 'A52', 'A28', 'A17', 'A58', 'A22',
       'A46', 'A55', 'A03', 'A10', 'A09', 'A07', 'A48', 'A42', 'A14', 'A31',
       'A35', 'A51', 'A26', 'A63', 'A13', 'A56', 'A21', 'A19', 'A38', 'A32',
       'A30', 'A00', 'A45', 'A08', 'A02', 'A11', 'A47', 'A54', 'A23', 'A29',
       'A61', 'A16', 'A53', 'A59', 'A05', 'A24', 'A37', 'A40', 'A44', 'A39',
       'A33', 'A57', 'A01', 'A12', 'A20', 'A18', 'A50', 'A27', 'A62', 'A43',
       'A06', 'A15', 'A34', 'A49'], dtype=object)</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-24b05961-b100-407c-bfe0-97d60072415c" class="xr-section-summary-in" type="checkbox"><label for="section-24b05961-b100-407c-bfe0-97d60072415c" class="xr-section-summary">Indexes: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-index-name"><div>y</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-6c0286dc-bf8d-4e58-9d5d-8827c78065ed" class="xr-index-data-in" type="checkbox"><label for="index-6c0286dc-bf8d-4e58-9d5d-8827c78065ed" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([5784196.723678278, 5784206.723678278, 5784216.723678278,
       5784226.723678278, 5784236.723678278, 5784246.723678278,
       5784256.723678278, 5784266.723678278, 5784276.723678278,
       5784286.723678278,
       ...
       5792446.723678278, 5792456.723678278, 5792466.723678278,
       5792476.723678278, 5792486.723678278, 5792496.723678278,
       5792506.723678278, 5792516.723678278, 5792526.723678278,
       5792536.723678278],
      dtype='float64', name='y', length=835))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>x</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-05d7d16c-eeca-4c16-adb4-5b3782334378" class="xr-index-data-in" type="checkbox"><label for="index-05d7d16c-eeca-4c16-adb4-5b3782334378" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([300426.0068834159, 300436.0068834159, 300446.0068834159,
       300456.0068834159, 300466.0068834159, 300476.0068834159,
       300486.0068834159, 300496.0068834159, 300506.0068834159,
       300516.0068834159,
       ...
       308066.0068834159, 308076.0068834159, 308086.0068834159,
       308096.0068834159, 308106.0068834159, 308116.0068834159,
       308126.0068834159, 308136.0068834159, 308146.0068834159,
       308156.0068834159],
      dtype='float64', name='x', length=774))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>band</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-a8d455c9-1de0-488a-bf5a-ba9d39ca0238" class="xr-index-data-in" type="checkbox"><label for="index-a8d455c9-1de0-488a-bf5a-ba9d39ca0238" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index(['A36', 'A04', 'A41', 'A60', 'A25', 'A52', 'A28', 'A17', 'A58', 'A22',
       'A46', 'A55', 'A03', 'A10', 'A09', 'A07', 'A48', 'A42', 'A14', 'A31',
       'A35', 'A51', 'A26', 'A63', 'A13', 'A56', 'A21', 'A19', 'A38', 'A32',
       'A30', 'A00', 'A45', 'A08', 'A02', 'A11', 'A47', 'A54', 'A23', 'A29',
       'A61', 'A16', 'A53', 'A59', 'A05', 'A24', 'A37', 'A40', 'A44', 'A39',
       'A33', 'A57', 'A01', 'A12', 'A20', 'A18', 'A50', 'A27', 'A62', 'A43',
       'A06', 'A15', 'A34', 'A49'],
      dtype='object', name='band'))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-08c5907b-4b24-4a96-a787-c40419217b6d" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-08c5907b-4b24-4a96-a787-c40419217b6d" class="xr-section-summary">Attributes: <span>(1)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"><dt><span>crs :</span></dt><dd>EPSG:32631</dd></dl></div></li></ul></div></div>
</div>
</div>
<div id="ab2661fc" class="cell" data-execution_count="5">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb6" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb6-1">gt_2024 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> GeoTesseraEmbeddings(city<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>city_example, year<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>year)</span>
<span id="cb6-2">gt_embeddings_2024_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_2024.get_embeddings()</span>
<span id="cb6-3">gt_embeddings_2024_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:42:38.809</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">46</span> - <span class="ansi-bold">Loading cached 'GeoTessera' embeddings from /maps/acz25/phd-thesis-data/input/GEOTESSERA/clipped/2024/GBR/30_4732_Cambridge.zarr</span>

<span class="ansi-green-fg">2025-09-19 13:42:38.895</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">53</span> - <span class="ansi-bold">Chunking 'GeoTessera' embeddings</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="5">
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray (band: 128, y: 836, x: 775)&gt; Size: 332MB
dask.array&lt;rechunk-merge, shape=(128, 836, 775), dtype=float32, chunksize=(128, 512, 512), chunktype=numpy.ndarray&gt;
Coordinates:
  * x            (x) float64 6kB 3.004e+05 3.004e+05 ... 3.082e+05 3.082e+05
    spatial_ref  int64 8B ...
  * y            (y) float64 7kB 5.793e+06 5.793e+06 ... 5.784e+06 5.784e+06
  * band         (band) object 1kB 'A049' 'A034' 'A043' ... 'A073' 'A097' 'A103'
Attributes:
    AREA_OR_POINT:  Area
    scale_factor:   1.0
    add_offset:     0.0</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-array-name"></div><ul class="xr-dim-list"><li><span class="xr-has-index">band</span>: 128</li><li><span class="xr-has-index">y</span>: 836</li><li><span class="xr-has-index">x</span>: 775</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-19de4b38-897b-45fe-a165-5a9da421fc0e" class="xr-array-in" type="checkbox" checked=""><label for="section-19de4b38-897b-45fe-a165-5a9da421fc0e" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>dask.array&lt;chunksize=(128, 512, 512), meta=np.ndarray&gt;</span></div><div class="xr-array-data">
<table class="caption-top table table-sm table-striped small">
<colgroup>
<col style="width: 50%">
<col style="width: 50%">
</colgroup>
<tbody>
<tr class="odd">
<td><table class="caption-top table table-sm table-striped small">
<thead>
<tr class="header">
<td></td>
<th data-quarto-table-cell-role="th">Array</th>
<th data-quarto-table-cell-role="th">Chunk</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<th data-quarto-table-cell-role="th">Bytes</th>
<td>316.36 MiB</td>
<td>128.00 MiB</td>
</tr>
<tr class="even">
<th data-quarto-table-cell-role="th">Shape</th>
<td>(128, 836, 775)</td>
<td>(128, 512, 512)</td>
</tr>
<tr class="odd">
<th data-quarto-table-cell-role="th">Dask graph</th>
<td colspan="2">4 chunks in 258 graph layers</td>
</tr>
<tr class="even">
<th data-quarto-table-cell-role="th">Data type</th>
<td colspan="2">float32 numpy.ndarray</td>
</tr>
</tbody>
</table></td>
<td><svg width="195" height="194" style="stroke:rgb(0,0,0);stroke-width:1">
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</tbody>
</table>
</div></div></li><li class="xr-section-item"><input id="section-5841d781-1f65-4d35-97d1-68817ab9136b" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-5841d781-1f65-4d35-97d1-68817ab9136b" class="xr-section-summary">Coordinates: <span>(4)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">3.004e+05 3.004e+05 ... 3.082e+05</div><input id="attrs-07a73272-faaf-4472-83e8-d256db857d56" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-07a73272-faaf-4472-83e8-d256db857d56" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-7c50e392-db51-445a-a01e-9e32ca95a68b" class="xr-var-data-in" type="checkbox"><label for="data-7c50e392-db51-445a-a01e-9e32ca95a68b" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([300425.572714, 300435.572714, 300445.572714, ..., 308145.572714,
       308155.572714, 308165.572714], shape=(775,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span>spatial_ref</span></div><div class="xr-var-dims">()</div><div class="xr-var-dtype">int64</div><div class="xr-var-preview xr-preview">...</div><input id="attrs-05d08280-8ad4-47e9-aa2e-aaef59ffdba5" class="xr-var-attrs-in" type="checkbox"><label for="attrs-05d08280-8ad4-47e9-aa2e-aaef59ffdba5" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-e6759a0f-edbf-481c-ae14-601784f39724" class="xr-var-data-in" type="checkbox"><label for="data-e6759a0f-edbf-481c-ae14-601784f39724" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"><dt><span>crs_wkt :</span></dt><dd>PROJCS["WGS 84 / UTM zone 31N",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",3],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",0],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32631"]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 31N</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>3.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS["WGS 84 / UTM zone 31N",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",3],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",0],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32631"]]</dd><dt><span>GeoTransform :</span></dt><dd>300420.57271446165 10.0 0.0 5792546.72759726 0.0 -10.0</dd></dl></div><div class="xr-var-data"><pre>[1 values with dtype=int64]</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">5.793e+06 5.793e+06 ... 5.784e+06</div><input id="attrs-8cd319a7-2819-4fbb-b242-087fb4527f88" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-8cd319a7-2819-4fbb-b242-087fb4527f88" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-ab6a883e-9316-467c-8e46-a769ab8aa6a8" class="xr-var-data-in" type="checkbox"><label for="data-ab6a883e-9316-467c-8e46-a769ab8aa6a8" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([5792541.727597, 5792531.727597, 5792521.727597, ..., 5784211.727597,
       5784201.727597, 5784191.727597], shape=(836,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">band</span></div><div class="xr-var-dims">(band)</div><div class="xr-var-dtype">object</div><div class="xr-var-preview xr-preview">'A049' 'A034' ... 'A097' 'A103'</div><input id="attrs-ab74d62c-f4f1-4492-a419-83740be92ee6" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-ab74d62c-f4f1-4492-a419-83740be92ee6" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-a6701eb9-eab6-4063-8178-132a0c84fc17" class="xr-var-data-in" type="checkbox"><label for="data-a6701eb9-eab6-4063-8178-132a0c84fc17" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array(['A049', 'A034', 'A043', 'A071', 'A006', 'A101', 'A095', 'A120', 'A050',
       'A068', 'A112', 'A027', 'A015', 'A086', 'A062', 'A118', 'A115', 'A012',
       'A018', 'A065', 'A081', 'A127', 'A020', 'A076', 'A057', 'A001', 'A098',
       'A092', 'A106', 'A033', 'A044', 'A039', 'A040', 'A102', 'A037', 'A078',
       'A096', 'A072', 'A005', 'A024', 'A108', 'A059', 'A123', 'A053', 'A016',
       'A061', 'A085', 'A111', 'A088', 'A082', 'A066', 'A011', 'A116', 'A008',
       'A054', 'A029', 'A124', 'A091', 'A105', 'A075', 'A002', 'A023', 'A030',
       'A047', 'A093', 'A099', 'A107', 'A045', 'A077', 'A032', 'A080', 'A038',
       'A013', 'A064', 'A114', 'A056', 'A026', 'A126', 'A051', 'A019', 'A063',
       'A014', 'A069', 'A021', 'A121', 'A119', 'A113', 'A042', 'A094', 'A048',
       'A074', 'A087', 'A007', 'A070', 'A035', 'A009', 'A003', 'A104', 'A090',
       'A046', 'A031', 'A100', 'A083', 'A117', 'A089', 'A067', 'A055', 'A125',
       'A022', 'A010', 'A028', 'A122', 'A110', 'A128', 'A058', 'A052', 'A017',
       'A084', 'A025', 'A060', 'A036', 'A041', 'A004', 'A109', 'A079', 'A073',
       'A097', 'A103'], dtype=object)</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-cc958c18-a2ef-4501-92d0-c4dbe40cd4db" class="xr-section-summary-in" type="checkbox"><label for="section-cc958c18-a2ef-4501-92d0-c4dbe40cd4db" class="xr-section-summary">Indexes: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-index-name"><div>x</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-a19004d5-4ca3-40e1-b460-4c104d3a2397" class="xr-index-data-in" type="checkbox"><label for="index-a19004d5-4ca3-40e1-b460-4c104d3a2397" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([300425.57271446165, 300435.57271446165, 300445.57271446165,
       300455.57271446165, 300465.57271446165, 300475.57271446165,
       300485.57271446165, 300495.57271446165, 300505.57271446165,
       300515.57271446165,
       ...
       308075.57271446165, 308085.57271446165, 308095.57271446165,
       308105.57271446165, 308115.57271446165, 308125.57271446165,
       308135.57271446165, 308145.57271446165, 308155.57271446165,
       308165.57271446165],
      dtype='float64', name='x', length=775))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>y</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-bafe9723-8108-4f41-acc9-a59518a40cd9" class="xr-index-data-in" type="checkbox"><label for="index-bafe9723-8108-4f41-acc9-a59518a40cd9" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([5792541.72759726, 5792531.72759726, 5792521.72759726, 5792511.72759726,
       5792501.72759726, 5792491.72759726, 5792481.72759726, 5792471.72759726,
       5792461.72759726, 5792451.72759726,
       ...
       5784281.72759726, 5784271.72759726, 5784261.72759726, 5784251.72759726,
       5784241.72759726, 5784231.72759726, 5784221.72759726, 5784211.72759726,
       5784201.72759726, 5784191.72759726],
      dtype='float64', name='y', length=836))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>band</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-737d5bfa-bcba-40d7-88c8-ab29298af794" class="xr-index-data-in" type="checkbox"><label for="index-737d5bfa-bcba-40d7-88c8-ab29298af794" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index(['A049', 'A034', 'A043', 'A071', 'A006', 'A101', 'A095', 'A120', 'A050',
       'A068',
       ...
       'A025', 'A060', 'A036', 'A041', 'A004', 'A109', 'A079', 'A073', 'A097',
       'A103'],
      dtype='object', name='band', length=128))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-ff0ecf4c-7d9e-4151-807f-7ca8417c068c" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-ff0ecf4c-7d9e-4151-807f-7ca8417c068c" class="xr-section-summary">Attributes: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>scale_factor :</span></dt><dd>1.0</dd><dt><span>add_offset :</span></dt><dd>0.0</dd></dl></div></li></ul></div></div>
</div>
</div>
<div id="503192c6" class="cell" data-execution_count="6">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb7-1">year <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2018</span></span>
<span id="cb7-2">ae_2018 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> AlphaEarthEmbeddings(city<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>city_example, year<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>year)</span>
<span id="cb7-3"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># authenticate_ee()</span></span>
<span id="cb7-4">ae_embeddings_2018_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_2018.get_embeddings()</span>
<span id="cb7-5">ae_embeddings_2018_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:42:38.956</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">46</span> - <span class="ansi-bold">Loading cached 'AlphaEarth' embeddings from /maps/acz25/phd-thesis-data/input/Google/AlphaEarth/2018/GBR/30_4732_Cambridge_ae.zarr</span>

<span class="ansi-green-fg">2025-09-19 13:42:39.367</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">53</span> - <span class="ansi-bold">Chunking 'AlphaEarth' embeddings</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="6">
<div><svg style="position: absolute; width: 0; height: 0; overflow: hidden">
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray (band: 64, y: 835, x: 774)&gt; Size: 165MB
dask.array&lt;rechunk-merge, shape=(64, 835, 774), dtype=float32, chunksize=(64, 512, 512), chunktype=numpy.ndarray&gt;
Coordinates:
  * y        (y) float64 7kB 5.784e+06 5.784e+06 ... 5.793e+06 5.793e+06
  * x        (x) float64 6kB 3.004e+05 3.004e+05 ... 3.081e+05 3.082e+05
  * band     (band) object 512B 'A22' 'A46' 'A55' 'A04' ... 'A18' 'A12' 'A20'
Attributes:
    crs:      EPSG:32631</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-array-name"></div><ul class="xr-dim-list"><li><span class="xr-has-index">band</span>: 64</li><li><span class="xr-has-index">y</span>: 835</li><li><span class="xr-has-index">x</span>: 774</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-71c2e66a-7664-42e1-b1a7-b16814c51c5a" class="xr-array-in" type="checkbox" checked=""><label for="section-71c2e66a-7664-42e1-b1a7-b16814c51c5a" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>dask.array&lt;chunksize=(64, 512, 512), meta=np.ndarray&gt;</span></div><div class="xr-array-data">
<table class="caption-top table table-sm table-striped small">
<colgroup>
<col style="width: 50%">
<col style="width: 50%">
</colgroup>
<tbody>
<tr class="odd">
<td><table class="caption-top table table-sm table-striped small">
<thead>
<tr class="header">
<td></td>
<th data-quarto-table-cell-role="th">Array</th>
<th data-quarto-table-cell-role="th">Chunk</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<th data-quarto-table-cell-role="th">Bytes</th>
<td>157.79 MiB</td>
<td>64.00 MiB</td>
</tr>
<tr class="even">
<th data-quarto-table-cell-role="th">Shape</th>
<td>(64, 835, 774)</td>
<td>(64, 512, 512)</td>
</tr>
<tr class="odd">
<th data-quarto-table-cell-role="th">Dask graph</th>
<td colspan="2">4 chunks in 130 graph layers</td>
</tr>
<tr class="even">
<th data-quarto-table-cell-role="th">Data type</th>
<td colspan="2">float32 numpy.ndarray</td>
</tr>
</tbody>
</table></td>
<td><svg width="193" height="191" style="stroke:rgb(0,0,0);stroke-width:1">
<!-- Horizontal lines --> <line x1="10" y1="0" x2="31" y2="21" style="stroke-width:2"></line> <line x1="10" y1="73" x2="31" y2="95"></line> <line x1="10" y1="120" x2="31" y2="141" style="stroke-width:2"></line> <!-- Vertical lines --> <line x1="10" y1="0" x2="10" y2="120" style="stroke-width:2"></line> <line x1="31" y1="21" x2="31" y2="141" style="stroke-width:2"></line> <!-- Colored Rectangle --> <polygon points="10.0,0.0 31.809426294548164,21.809426294548164 31.809426294548164,141.80942629454816 10.0,120.0" style="fill:#ECB172A0;stroke-width:0"></polygon> <!-- Horizontal lines --> <line x1="10" y1="0" x2="121" y2="0" style="stroke-width:2"></line> <line x1="31" y1="21" x2="143" y2="21" style="stroke-width:2"></line> <!-- Vertical lines --> <line x1="10" y1="0" x2="31" y2="21" style="stroke-width:2"></line> <line x1="83" y1="0" x2="105" y2="21"></line> <line x1="121" y1="0" x2="143" y2="21" style="stroke-width:2"></line> <!-- Colored Rectangle --> <polygon points="10.0,0.0 121.23353293413173,0.0 143.0429592286799,21.809426294548164 31.809426294548164,21.809426294548164" style="fill:#ECB172A0;stroke-width:0"></polygon> <!-- Horizontal lines --> <line x1="31" y1="21" x2="143" y2="21" style="stroke-width:2"></line> <line x1="31" y1="95" x2="143" y2="95"></line> <line x1="31" y1="141" x2="143" y2="141" style="stroke-width:2"></line> <!-- Vertical lines --> <line x1="31" y1="21" x2="31" y2="141" style="stroke-width:2"></line> <line x1="105" y1="21" x2="105" y2="141"></line> <line x1="143" y1="21" x2="143" y2="141" style="stroke-width:2"></line> <!-- Colored Rectangle --> <polygon points="31.809426294548164,21.809426294548164 143.0429592286799,21.809426294548164 143.0429592286799,141.80942629454816 31.809426294548164,141.80942629454816" style="fill:#ECB172A0;stroke-width:0"></polygon> <!-- Text --> <text x="87.426193" y="161.809426" font-size="1.0rem" font-weight="100" text-anchor="middle">774</text> <text x="163.042959" y="81.809426" font-size="1.0rem" font-weight="100" text-anchor="middle" transform="rotate(-90,163.042959,81.809426)">835</text> <text x="10.904713" y="150.904713" font-size="1.0rem" font-weight="100" text-anchor="middle" transform="rotate(45,10.904713,150.904713)">64</text>
</svg></td>
</tr>
</tbody>
</table>
</div></div></li><li class="xr-section-item"><input id="section-3e7dad74-7204-4541-bbb6-98ad6a183781" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-3e7dad74-7204-4541-bbb6-98ad6a183781" class="xr-section-summary">Coordinates: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">5.784e+06 5.784e+06 ... 5.793e+06</div><input id="attrs-daf1de07-d8ad-4f1b-aa0d-9f6047e6af03" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-daf1de07-d8ad-4f1b-aa0d-9f6047e6af03" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-0d0fa24e-c14e-4ef5-9607-b32f2ad1f51d" class="xr-var-data-in" type="checkbox"><label for="data-0d0fa24e-c14e-4ef5-9607-b32f2ad1f51d" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([5784196.723678, 5784206.723678, 5784216.723678, ..., 5792516.723678,
       5792526.723678, 5792536.723678], shape=(835,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">3.004e+05 3.004e+05 ... 3.082e+05</div><input id="attrs-5e5ebad6-f11b-4d76-9460-851a851a9690" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-5e5ebad6-f11b-4d76-9460-851a851a9690" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-272b7c98-869c-405c-8dcf-36b07edbdbdf" class="xr-var-data-in" type="checkbox"><label for="data-272b7c98-869c-405c-8dcf-36b07edbdbdf" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([300426.006883, 300436.006883, 300446.006883, ..., 308136.006883,
       308146.006883, 308156.006883], shape=(774,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">band</span></div><div class="xr-var-dims">(band)</div><div class="xr-var-dtype">object</div><div class="xr-var-preview xr-preview">'A22' 'A46' 'A55' ... 'A12' 'A20'</div><input id="attrs-2b50a6e1-be42-4456-aec2-3398a9e351c6" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-2b50a6e1-be42-4456-aec2-3398a9e351c6" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-e0711db6-ecd6-4b89-b722-9f020d4896b8" class="xr-var-data-in" type="checkbox"><label for="data-e0711db6-ecd6-4b89-b722-9f020d4896b8" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array(['A22', 'A46', 'A55', 'A04', 'A28', 'A31', 'A10', 'A03', 'A09', 'A36',
       'A60', 'A25', 'A17', 'A52', 'A41', 'A58', 'A19', 'A13', 'A56', 'A21',
       'A45', 'A00', 'A32', 'A35', 'A38', 'A07', 'A14', 'A63', 'A42', 'A48',
       'A51', 'A26', 'A61', 'A59', 'A16', 'A53', 'A24', 'A47', 'A30', 'A37',
       'A40', 'A08', 'A05', 'A29', 'A11', 'A23', 'A02', 'A62', 'A27', 'A54',
       'A06', 'A15', 'A49', 'A34', 'A43', 'A39', 'A33', 'A50', 'A01', 'A44',
       'A57', 'A18', 'A12', 'A20'], dtype=object)</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-0fd7d2c0-7a99-4dca-a656-7bd3dddf93cd" class="xr-section-summary-in" type="checkbox"><label for="section-0fd7d2c0-7a99-4dca-a656-7bd3dddf93cd" class="xr-section-summary">Indexes: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-index-name"><div>y</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-5309f0d3-c8f7-45cd-8d88-fbbdbe9549b1" class="xr-index-data-in" type="checkbox"><label for="index-5309f0d3-c8f7-45cd-8d88-fbbdbe9549b1" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([5784196.723678278, 5784206.723678278, 5784216.723678278,
       5784226.723678278, 5784236.723678278, 5784246.723678278,
       5784256.723678278, 5784266.723678278, 5784276.723678278,
       5784286.723678278,
       ...
       5792446.723678278, 5792456.723678278, 5792466.723678278,
       5792476.723678278, 5792486.723678278, 5792496.723678278,
       5792506.723678278, 5792516.723678278, 5792526.723678278,
       5792536.723678278],
      dtype='float64', name='y', length=835))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>x</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-d1e4fafe-ee5c-4515-a2e7-16a504fbd785" class="xr-index-data-in" type="checkbox"><label for="index-d1e4fafe-ee5c-4515-a2e7-16a504fbd785" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([300426.0068834159, 300436.0068834159, 300446.0068834159,
       300456.0068834159, 300466.0068834159, 300476.0068834159,
       300486.0068834159, 300496.0068834159, 300506.0068834159,
       300516.0068834159,
       ...
       308066.0068834159, 308076.0068834159, 308086.0068834159,
       308096.0068834159, 308106.0068834159, 308116.0068834159,
       308126.0068834159, 308136.0068834159, 308146.0068834159,
       308156.0068834159],
      dtype='float64', name='x', length=774))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>band</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-ce5a5392-6e13-46d0-a550-cd924e21d390" class="xr-index-data-in" type="checkbox"><label for="index-ce5a5392-6e13-46d0-a550-cd924e21d390" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index(['A22', 'A46', 'A55', 'A04', 'A28', 'A31', 'A10', 'A03', 'A09', 'A36',
       'A60', 'A25', 'A17', 'A52', 'A41', 'A58', 'A19', 'A13', 'A56', 'A21',
       'A45', 'A00', 'A32', 'A35', 'A38', 'A07', 'A14', 'A63', 'A42', 'A48',
       'A51', 'A26', 'A61', 'A59', 'A16', 'A53', 'A24', 'A47', 'A30', 'A37',
       'A40', 'A08', 'A05', 'A29', 'A11', 'A23', 'A02', 'A62', 'A27', 'A54',
       'A06', 'A15', 'A49', 'A34', 'A43', 'A39', 'A33', 'A50', 'A01', 'A44',
       'A57', 'A18', 'A12', 'A20'],
      dtype='object', name='band'))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-c0195911-815f-440a-ac6a-539d06f3b8e8" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-c0195911-815f-440a-ac6a-539d06f3b8e8" class="xr-section-summary">Attributes: <span>(1)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"><dt><span>crs :</span></dt><dd>EPSG:32631</dd></dl></div></li></ul></div></div>
</div>
</div>
<div id="81607de9" class="cell" data-execution_count="7">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb8" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb8-1">gt_2018 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> GeoTesseraEmbeddings(city<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>city_example, year<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>year)</span>
<span id="cb8-2">gt_embeddings_2018_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_2018.get_embeddings()</span>
<span id="cb8-3">gt_embeddings_2018_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:42:39.438</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">46</span> - <span class="ansi-bold">Loading cached 'GeoTessera' embeddings from /maps/acz25/phd-thesis-data/input/GEOTESSERA/clipped/2018/GBR/30_4732_Cambridge.zarr</span>

<span class="ansi-green-fg">2025-09-19 13:42:39.525</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">embeddings.base</span>:<span class="ansi-cyan-fg">get_embeddings</span>:<span class="ansi-cyan-fg">53</span> - <span class="ansi-bold">Chunking 'GeoTessera' embeddings</span>
</pre>
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray (band: 128, y: 836, x: 775)&gt; Size: 332MB
dask.array&lt;rechunk-merge, shape=(128, 836, 775), dtype=float32, chunksize=(128, 512, 512), chunktype=numpy.ndarray&gt;
Coordinates:
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    spatial_ref  int64 8B ...
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  * band         (band) object 1kB 'A066' 'A088' 'A011' ... 'A080' 'A021' 'A126'
Attributes:
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    scale_factor:   1.0
    add_offset:     0.0</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-array-name"></div><ul class="xr-dim-list"><li><span class="xr-has-index">band</span>: 128</li><li><span class="xr-has-index">y</span>: 836</li><li><span class="xr-has-index">x</span>: 775</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-f6b67ade-4708-427b-b2ba-a198a6854e96" class="xr-array-in" type="checkbox" checked=""><label for="section-f6b67ade-4708-427b-b2ba-a198a6854e96" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>dask.array&lt;chunksize=(128, 512, 512), meta=np.ndarray&gt;</span></div><div class="xr-array-data">
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</div></div></li><li class="xr-section-item"><input id="section-e1518299-9a1b-4661-a75f-4a4755c7e71d" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-e1518299-9a1b-4661-a75f-4a4755c7e71d" class="xr-section-summary">Coordinates: <span>(4)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">3.004e+05 3.004e+05 ... 3.082e+05</div><input id="attrs-f6291c6d-1b31-4b0e-843a-ba67db4ed3b7" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-f6291c6d-1b31-4b0e-843a-ba67db4ed3b7" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-987b864c-922d-456d-8b5e-ef30ddd16b27" class="xr-var-data-in" type="checkbox"><label for="data-987b864c-922d-456d-8b5e-ef30ddd16b27" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([300425.572714, 300435.572714, 300445.572714, ..., 308145.572714,
       308155.572714, 308165.572714], shape=(775,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span>spatial_ref</span></div><div class="xr-var-dims">()</div><div class="xr-var-dtype">int64</div><div class="xr-var-preview xr-preview">...</div><input id="attrs-68afb6a2-8e41-420d-8c03-0ee7f532febf" class="xr-var-attrs-in" type="checkbox"><label for="attrs-68afb6a2-8e41-420d-8c03-0ee7f532febf" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-b89fff52-f23d-45c5-a555-b3fbf6eb5771" class="xr-var-data-in" type="checkbox"><label for="data-b89fff52-f23d-45c5-a555-b3fbf6eb5771" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"><dt><span>crs_wkt :</span></dt><dd>PROJCS["WGS 84 / UTM zone 31N",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",3],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",0],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32631"]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 31N</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>3.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS["WGS 84 / UTM zone 31N",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",3],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",0],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32631"]]</dd><dt><span>GeoTransform :</span></dt><dd>300420.57271446165 10.0 0.0 5792546.72759726 0.0 -10.0</dd></dl></div><div class="xr-var-data"><pre>[1 values with dtype=int64]</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">5.793e+06 5.793e+06 ... 5.784e+06</div><input id="attrs-0747f289-1164-4a3d-ae0d-89794bcbf742" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-0747f289-1164-4a3d-ae0d-89794bcbf742" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-9f44309b-974e-425b-a883-b0067ee28bf1" class="xr-var-data-in" type="checkbox"><label for="data-9f44309b-974e-425b-a883-b0067ee28bf1" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([5792541.727597, 5792531.727597, 5792521.727597, ..., 5784211.727597,
       5784201.727597, 5784191.727597], shape=(836,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">band</span></div><div class="xr-var-dims">(band)</div><div class="xr-var-dtype">object</div><div class="xr-var-preview xr-preview">'A066' 'A088' ... 'A021' 'A126'</div><input id="attrs-513c2ec4-0528-4e73-8d1a-8b062d466e51" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-513c2ec4-0528-4e73-8d1a-8b062d466e51" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-5a3d24f7-a2f5-41a8-bcb3-c808061c422e" class="xr-var-data-in" type="checkbox"><label for="data-5a3d24f7-a2f5-41a8-bcb3-c808061c422e" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array(['A066', 'A088', 'A011', 'A116', 'A082', 'A029', 'A054', 'A105', 'A124',
       'A023', 'A008', 'A091', 'A075', 'A040', 'A037', 'A102', 'A030', 'A002',
       'A096', 'A078', 'A047', 'A005', 'A072', 'A108', 'A024', 'A123', 'A059',
       'A053', 'A016', 'A061', 'A018', 'A111', 'A115', 'A085', 'A127', 'A065',
       'A081', 'A012', 'A020', 'A098', 'A076', 'A106', 'A001', 'A057', 'A092',
       'A044', 'A039', 'A034', 'A043', 'A006', 'A033', 'A101', 'A071', 'A049',
       'A095', 'A027', 'A068', 'A120', 'A086', 'A118', 'A050', 'A062', 'A112',
       'A058', 'A015', 'A128', 'A122', 'A052', 'A110', 'A017', 'A025', 'A084',
       'A041', 'A036', 'A004', 'A060', 'A073', 'A103', 'A109', 'A074', 'A097',
       'A104', 'A079', 'A090', 'A046', 'A009', 'A031', 'A117', 'A083', 'A003',
       'A089', 'A067', 'A010', 'A022', 'A026', 'A055', 'A125', 'A051', 'A028',
       'A119', 'A063', 'A014', 'A121', 'A087', 'A069', 'A042', 'A113', 'A048',
       'A070', 'A094', 'A100', 'A035', 'A077', 'A093', 'A007', 'A107', 'A099',
       'A038', 'A045', 'A064', 'A019', 'A114', 'A032', 'A013', 'A056', 'A080',
       'A021', 'A126'], dtype=object)</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-354e22dd-564f-4317-9a70-eed0d195f312" class="xr-section-summary-in" type="checkbox"><label for="section-354e22dd-564f-4317-9a70-eed0d195f312" class="xr-section-summary">Indexes: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-index-name"><div>x</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-148021f3-6160-4794-a54f-83230fa12792" class="xr-index-data-in" type="checkbox"><label for="index-148021f3-6160-4794-a54f-83230fa12792" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([300425.57271446165, 300435.57271446165, 300445.57271446165,
       300455.57271446165, 300465.57271446165, 300475.57271446165,
       300485.57271446165, 300495.57271446165, 300505.57271446165,
       300515.57271446165,
       ...
       308075.57271446165, 308085.57271446165, 308095.57271446165,
       308105.57271446165, 308115.57271446165, 308125.57271446165,
       308135.57271446165, 308145.57271446165, 308155.57271446165,
       308165.57271446165],
      dtype='float64', name='x', length=775))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>y</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-00a67b1a-c3e5-4faa-a1e3-4e223c6f1d84" class="xr-index-data-in" type="checkbox"><label for="index-00a67b1a-c3e5-4faa-a1e3-4e223c6f1d84" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([5792541.72759726, 5792531.72759726, 5792521.72759726, 5792511.72759726,
       5792501.72759726, 5792491.72759726, 5792481.72759726, 5792471.72759726,
       5792461.72759726, 5792451.72759726,
       ...
       5784281.72759726, 5784271.72759726, 5784261.72759726, 5784251.72759726,
       5784241.72759726, 5784231.72759726, 5784221.72759726, 5784211.72759726,
       5784201.72759726, 5784191.72759726],
      dtype='float64', name='y', length=836))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>band</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-6f446d14-4d33-41db-bd72-9d606c4375da" class="xr-index-data-in" type="checkbox"><label for="index-6f446d14-4d33-41db-bd72-9d606c4375da" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index(['A066', 'A088', 'A011', 'A116', 'A082', 'A029', 'A054', 'A105', 'A124',
       'A023',
       ...
       'A045', 'A064', 'A019', 'A114', 'A032', 'A013', 'A056', 'A080', 'A021',
       'A126'],
      dtype='object', name='band', length=128))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-9f56a1c3-ad10-4203-bd76-e3f2ede69c2b" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-9f56a1c3-ad10-4203-bd76-e3f2ede69c2b" class="xr-section-summary">Attributes: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd><dt><span>scale_factor :</span></dt><dd>1.0</dd><dt><span>add_offset :</span></dt><dd>0.0</dd></dl></div></li></ul></div></div>
</div>
</div>
</section>
<section id="lczs-setup" class="level3">
<h3 class="anchored" data-anchor-id="lczs-setup">LCZs Setup</h3>
<p>Behind the scenes, Geoclimate was already executed to extract the LCZ labels for the city bounding box. If it doesn’t exist, it will generate it but this step can take a while depending on the size of the city (e.g.&nbsp;~15 hours for a London-sized area). On the other hand, the Demuzere dataset is directly extracted from Google Earth Engine and it does it quite fast regardless of ROI size.</p>
<div id="9c4800b0" class="cell">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb9" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb9-1">gc <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Geoclimate(workflow<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"OSM"</span>, city<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>city_example)</span>
<span id="cb9-2">gc_lcz_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gc.get_lcz()</span>
<span id="cb9-3">gc_lcz_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:42:39.587</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">lcz.base</span>:<span class="ansi-cyan-fg">get_lcz</span>:<span class="ansi-cyan-fg">36</span> - <span class="ansi-bold">Loading cached 'Geoclimate' LCZ from /maps/acz25/phd-thesis-data/output/lcz_classification/geoclimate/GBR/30_4732_Cambridge/30_4732_Cambridge_geoclimate.zarr</span>

<span class="ansi-green-fg">2025-09-19 13:42:39.603</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">lcz.base</span>:<span class="ansi-cyan-fg">get_lcz</span>:<span class="ansi-cyan-fg">43</span> - <span class="ansi-bold">Chunking 'Geoclimate' LCZ</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="8">
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.xr-var-attrs-in:checked ~ .xr-var-attrs,
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.xr-index-name div,
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.xr-attrs,
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dl.xr-attrs {
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.xr-attrs dt {
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray (band: 3, y: 900, x: 780)&gt; Size: 8MB
dask.array&lt;rechunk-merge, shape=(3, 900, 780), dtype=float32, chunksize=(3, 512, 512), chunktype=numpy.ndarray&gt;
Coordinates:
  * y            (y) float64 7kB 5.793e+06 5.793e+06 ... 5.784e+06 5.784e+06
  * x            (x) float64 6kB 3.004e+05 3.004e+05 ... 3.082e+05 3.082e+05
    spatial_ref  int64 8B ...
  * band         (band) object 24B 'SVF' 'ASPECT_RATIO' 'LCZ_PRIMARY'</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-array-name"></div><ul class="xr-dim-list"><li><span class="xr-has-index">band</span>: 3</li><li><span class="xr-has-index">y</span>: 900</li><li><span class="xr-has-index">x</span>: 780</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-e608c43e-ad86-40d2-aa01-79359a5f11fe" class="xr-array-in" type="checkbox" checked=""><label for="section-e608c43e-ad86-40d2-aa01-79359a5f11fe" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>dask.array&lt;chunksize=(3, 512, 512), meta=np.ndarray&gt;</span></div><div class="xr-array-data">
<table class="caption-top table table-sm table-striped small">
<colgroup>
<col style="width: 50%">
<col style="width: 50%">
</colgroup>
<tbody>
<tr class="odd">
<td><table class="caption-top table table-sm table-striped small">
<thead>
<tr class="header">
<td></td>
<th data-quarto-table-cell-role="th">Array</th>
<th data-quarto-table-cell-role="th">Chunk</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<th data-quarto-table-cell-role="th">Bytes</th>
<td>8.03 MiB</td>
<td>3.00 MiB</td>
</tr>
<tr class="even">
<th data-quarto-table-cell-role="th">Shape</th>
<td>(3, 900, 780)</td>
<td>(3, 512, 512)</td>
</tr>
<tr class="odd">
<th data-quarto-table-cell-role="th">Dask graph</th>
<td colspan="2">4 chunks in 8 graph layers</td>
</tr>
<tr class="even">
<th data-quarto-table-cell-role="th">Data type</th>
<td colspan="2">float32 numpy.ndarray</td>
</tr>
</tbody>
</table></td>
<td><svg width="178" height="184" style="stroke:rgb(0,0,0);stroke-width:1">
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</svg></td>
</tr>
</tbody>
</table>
</div></div></li><li class="xr-section-item"><input id="section-158b8836-2f76-4ee7-8016-01d34e51d756" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-158b8836-2f76-4ee7-8016-01d34e51d756" class="xr-section-summary">Coordinates: <span>(4)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">5.793e+06 5.793e+06 ... 5.784e+06</div><input id="attrs-0d428d34-d9e1-46cd-bba1-33d120d0017c" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-0d428d34-d9e1-46cd-bba1-33d120d0017c" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-645ed44c-87ff-4684-a7f0-4f9efc942832" class="xr-var-data-in" type="checkbox"><label for="data-645ed44c-87ff-4684-a7f0-4f9efc942832" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([5792898.925626, 5792888.914502, 5792878.903379, ..., 5783918.947873,
       5783908.936749, 5783898.925626], shape=(900,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">3.004e+05 3.004e+05 ... 3.082e+05</div><input id="attrs-44a83f77-0b81-4da9-becb-1d80d197fe5b" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-44a83f77-0b81-4da9-becb-1d80d197fe5b" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-f5107a5d-9f53-4cf9-a97c-f788fc32f3a7" class="xr-var-data-in" type="checkbox"><label for="data-f5107a5d-9f53-4cf9-a97c-f788fc32f3a7" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([300421.006883, 300431.01972 , 300441.032557, ..., 308200.981209,
       308210.994046, 308221.006883], shape=(780,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span>spatial_ref</span></div><div class="xr-var-dims">()</div><div class="xr-var-dtype">int64</div><div class="xr-var-preview xr-preview">...</div><input id="attrs-cc6c6c3f-e819-47d0-972b-90a3e42684d5" class="xr-var-attrs-in" type="checkbox"><label for="attrs-cc6c6c3f-e819-47d0-972b-90a3e42684d5" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-dfddc667-2d18-464b-8b5b-74ec6cceb114" class="xr-var-data-in" type="checkbox"><label for="data-dfddc667-2d18-464b-8b5b-74ec6cceb114" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"><dt><span>crs_wkt :</span></dt><dd>PROJCS["WGS 84 / UTM zone 31N",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563]],PRIMEM["Greenwich",0],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",3],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",0],UNIT["metre",1],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32631"]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 31N</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>3.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>spatial_ref :</span></dt><dd>PROJCS["WGS 84 / UTM zone 31N",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563]],PRIMEM["Greenwich",0],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",3],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",0],UNIT["metre",1],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32631"]]</dd><dt><span>GeoTransform :</span></dt><dd>300421.0068834164 10.0 0.0 5792898.925625576 0.0 -10.0</dd></dl></div><div class="xr-var-data"><pre>[1 values with dtype=int64]</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">band</span></div><div class="xr-var-dims">(band)</div><div class="xr-var-dtype">object</div><div class="xr-var-preview xr-preview">'SVF' 'ASPECT_RATIO' 'LCZ_PRIMARY'</div><input id="attrs-485788d5-6721-4346-a5be-66e3fa15ca61" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-485788d5-6721-4346-a5be-66e3fa15ca61" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-eef40c63-dff3-45e8-91a6-5b00e5119e45" class="xr-var-data-in" type="checkbox"><label for="data-eef40c63-dff3-45e8-91a6-5b00e5119e45" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array(['SVF', 'ASPECT_RATIO', 'LCZ_PRIMARY'], dtype=object)</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-f427f8d5-3f04-4e76-adfb-e3a9cf890522" class="xr-section-summary-in" type="checkbox"><label for="section-f427f8d5-3f04-4e76-adfb-e3a9cf890522" class="xr-section-summary">Indexes: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-index-name"><div>y</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-e829801d-727c-453d-a5a1-41e88c0179b7" class="xr-index-data-in" type="checkbox"><label for="index-e829801d-727c-453d-a5a1-41e88c0179b7" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([5792898.925625576, 5792888.914502105, 5792878.903378635,
       5792868.892255164, 5792858.881131694, 5792848.870008223,
       5792838.858884753, 5792828.847761282, 5792818.836637812,
       5792808.825514341,
       ...
       5783989.025736811,  5783979.01461334,  5783969.00348987,
       5783958.992366399, 5783948.981242929, 5783938.970119458,
       5783928.958995988, 5783918.947872517, 5783908.936749047,
       5783898.925625576],
      dtype='float64', name='y', length=900))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>x</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-dcaca7f8-d24d-4b38-9eaf-6ac61212732e" class="xr-index-data-in" type="checkbox"><label for="index-dcaca7f8-d24d-4b38-9eaf-6ac61212732e" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([ 300421.0068834164, 300431.01972038683, 300441.03255735734,
        300451.0453943278,  300461.0582312983, 300471.07106826873,
       300481.08390523924,  300491.0967422097,  300501.1095791802,
       300511.12241615064,
       ...
        308130.8913506821,  308140.9041876526,  308150.9170246231,
        308160.9298615935, 308170.94269856403,  308180.9555355345,
         308190.968372505, 308200.98120947543, 308210.99404644594,
        308221.0068834164],
      dtype='float64', name='x', length=780))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>band</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-923b8921-8c65-4930-b060-9883cb04cd34" class="xr-index-data-in" type="checkbox"><label for="index-923b8921-8c65-4930-b060-9883cb04cd34" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index(['SVF', 'ASPECT_RATIO', 'LCZ_PRIMARY'], dtype='object', name='band'))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-f5f001b3-bfef-4052-b347-75e25bf251f9" class="xr-section-summary-in" type="checkbox" disabled=""><label for="section-f5f001b3-bfef-4052-b347-75e25bf251f9" class="xr-section-summary" title="Expand/collapse section">Attributes: <span>(0)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"></dl></div></li></ul></div></div>
</div>
</div>
<div id="3b245871" class="cell" data-execution_count="9">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb10" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb10-1">dz <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> Demuzere(city<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>city_example)</span>
<span id="cb10-2"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># authenticate_ee()</span></span>
<span id="cb10-3">dz_lcz_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> dz.get_lcz()</span>
<span id="cb10-4">dz_lcz_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:42:39.656</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">lcz.base</span>:<span class="ansi-cyan-fg">get_lcz</span>:<span class="ansi-cyan-fg">36</span> - <span class="ansi-bold">Loading cached 'Demuzere' LCZ from /maps/acz25/phd-thesis-data/input/LCZ/GBR/30_4732_Cambridge_demuzere.zarr</span>

<span class="ansi-green-fg">2025-09-19 13:42:39.668</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">lcz.base</span>:<span class="ansi-cyan-fg">get_lcz</span>:<span class="ansi-cyan-fg">43</span> - <span class="ansi-bold">Chunking 'Demuzere' LCZ</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="9">
<div><svg style="position: absolute; width: 0; height: 0; overflow: hidden">
<defs>
<symbol id="icon-database" viewbox="0 0 32 32">
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray (band: 3, y: 835, x: 774)&gt; Size: 8MB
dask.array&lt;rechunk-merge, shape=(3, 835, 774), dtype=float32, chunksize=(3, 512, 512), chunktype=numpy.ndarray&gt;
Coordinates:
  * y        (y) float64 7kB 5.784e+06 5.784e+06 ... 5.793e+06 5.793e+06
  * x        (x) float64 6kB 3.004e+05 3.004e+05 ... 3.081e+05 3.082e+05
  * band     (band) object 24B 'LCZ_Probability' 'LCZ' 'LCZ_Filter'
Attributes:
    max_mirrored_version:  1696930913272071
    crs:                   EPSG:32631</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-array-name"></div><ul class="xr-dim-list"><li><span class="xr-has-index">band</span>: 3</li><li><span class="xr-has-index">y</span>: 835</li><li><span class="xr-has-index">x</span>: 774</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-3412b873-3326-4947-8be7-9167be366ef9" class="xr-array-in" type="checkbox" checked=""><label for="section-3412b873-3326-4947-8be7-9167be366ef9" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>dask.array&lt;chunksize=(3, 512, 512), meta=np.ndarray&gt;</span></div><div class="xr-array-data">
<table class="caption-top table table-sm table-striped small">
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<tr class="header">
<td></td>
<th data-quarto-table-cell-role="th">Array</th>
<th data-quarto-table-cell-role="th">Chunk</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<th data-quarto-table-cell-role="th">Bytes</th>
<td>7.40 MiB</td>
<td>3.00 MiB</td>
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<tr class="even">
<th data-quarto-table-cell-role="th">Shape</th>
<td>(3, 835, 774)</td>
<td>(3, 512, 512)</td>
</tr>
<tr class="odd">
<th data-quarto-table-cell-role="th">Dask graph</th>
<td colspan="2">4 chunks in 8 graph layers</td>
</tr>
<tr class="even">
<th data-quarto-table-cell-role="th">Data type</th>
<td colspan="2">float32 numpy.ndarray</td>
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</div></div></li><li class="xr-section-item"><input id="section-12c9d6ac-8826-41b2-b5b4-0b0b1b97a045" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-12c9d6ac-8826-41b2-b5b4-0b0b1b97a045" class="xr-section-summary">Coordinates: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">5.784e+06 5.784e+06 ... 5.793e+06</div><input id="attrs-f57c1295-d1c3-411a-97bc-9cc8b4747cb1" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-f57c1295-d1c3-411a-97bc-9cc8b4747cb1" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-f43881fb-4b80-4521-943e-a78ce60fd168" class="xr-var-data-in" type="checkbox"><label for="data-f43881fb-4b80-4521-943e-a78ce60fd168" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([5784196.723678, 5784206.723678, 5784216.723678, ..., 5792516.723678,
       5792526.723678, 5792536.723678], shape=(835,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">3.004e+05 3.004e+05 ... 3.082e+05</div><input id="attrs-b1e4777f-004d-4c4b-a5fe-116a1434082d" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-b1e4777f-004d-4c4b-a5fe-116a1434082d" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-047aa182-1895-4b5c-83c3-ad1716f612b6" class="xr-var-data-in" type="checkbox"><label for="data-047aa182-1895-4b5c-83c3-ad1716f612b6" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([300426.006883, 300436.006883, 300446.006883, ..., 308136.006883,
       308146.006883, 308156.006883], shape=(774,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">band</span></div><div class="xr-var-dims">(band)</div><div class="xr-var-dtype">object</div><div class="xr-var-preview xr-preview">'LCZ_Probability' ... 'LCZ_Filter'</div><input id="attrs-0c918257-66ce-420f-b015-c219d92ca04d" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-0c918257-66ce-420f-b015-c219d92ca04d" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-b2873d97-2531-4ebf-a9cf-8a292230e80b" class="xr-var-data-in" type="checkbox"><label for="data-b2873d97-2531-4ebf-a9cf-8a292230e80b" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array(['LCZ_Probability', 'LCZ', 'LCZ_Filter'], dtype=object)</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-d76fcf27-bdd6-49a4-9725-67d93181f533" class="xr-section-summary-in" type="checkbox"><label for="section-d76fcf27-bdd6-49a4-9725-67d93181f533" class="xr-section-summary">Indexes: <span>(3)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-index-name"><div>y</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-f65e172d-4493-40ec-91c4-9f207fc6a562" class="xr-index-data-in" type="checkbox"><label for="index-f65e172d-4493-40ec-91c4-9f207fc6a562" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([5784196.723678278, 5784206.723678278, 5784216.723678278,
       5784226.723678278, 5784236.723678278, 5784246.723678278,
       5784256.723678278, 5784266.723678278, 5784276.723678278,
       5784286.723678278,
       ...
       5792446.723678278, 5792456.723678278, 5792466.723678278,
       5792476.723678278, 5792486.723678278, 5792496.723678278,
       5792506.723678278, 5792516.723678278, 5792526.723678278,
       5792536.723678278],
      dtype='float64', name='y', length=835))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>x</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-a9ab8c54-4e12-424b-a22d-1ca06a240582" class="xr-index-data-in" type="checkbox"><label for="index-a9ab8c54-4e12-424b-a22d-1ca06a240582" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([300426.0068834159, 300436.0068834159, 300446.0068834159,
       300456.0068834159, 300466.0068834159, 300476.0068834159,
       300486.0068834159, 300496.0068834159, 300506.0068834159,
       300516.0068834159,
       ...
       308066.0068834159, 308076.0068834159, 308086.0068834159,
       308096.0068834159, 308106.0068834159, 308116.0068834159,
       308126.0068834159, 308136.0068834159, 308146.0068834159,
       308156.0068834159],
      dtype='float64', name='x', length=774))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>band</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-bea04efb-48f6-4b49-8613-dcf11dd5ba36" class="xr-index-data-in" type="checkbox"><label for="index-bea04efb-48f6-4b49-8613-dcf11dd5ba36" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index(['LCZ_Probability', 'LCZ', 'LCZ_Filter'], dtype='object', name='band'))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-498c2ae9-59e9-4554-850c-e1dbf548dad1" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-498c2ae9-59e9-4554-850c-e1dbf548dad1" class="xr-section-summary">Attributes: <span>(2)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"><dt><span>max_mirrored_version :</span></dt><dd>1696930913272071</dd><dt><span>crs :</span></dt><dd>EPSG:32631</dd></dl></div></li></ul></div></div>
</div>
</div>
</section>
<section id="pixel-classifier" class="level3">
<h3 class="anchored" data-anchor-id="pixel-classifier">Pixel Classifier</h3>
<p>Another class for the actual ML model takes as inputs the embeddings, the labels, a number of sampling points per class, and an optional dictionary that maps the 17 LCZs to reduce the number of labels, if necessary. In addition to this, the class receives an <code>sklearn.classifier</code> object as attribute that will inherit all the necessary methods to train (in this case, a Random Forest model).</p>
<div id="b255d68e" class="cell" data-execution_count="10">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb11" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb11-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> sklearn.ensemble <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> RandomForestClassifier</span>
<span id="cb11-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> sklearn.metrics <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> ConfusionMatrixDisplay</span>
<span id="cb11-3"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Built vs Natural</span></span>
<span id="cb11-4">new_class_dict <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">5</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, </span>
<span id="cb11-5">                  <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">7</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">8</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">9</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, </span>
<span id="cb11-6">                  <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">11</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">12</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">13</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">14</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, </span>
<span id="cb11-7">                  <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">15</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">16</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">17</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>}</span>
<span id="cb11-8"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Urban vs Rural vs Natural</span></span>
<span id="cb11-9">new_class_dict <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> {<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">4</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">5</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>, </span>
<span id="cb11-10">                  <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">7</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">8</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">9</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, </span>
<span id="cb11-11">                  <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">11</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">12</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">13</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">14</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, </span>
<span id="cb11-12">                  <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">15</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">16</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">17</span>: <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>}</span>
<span id="cb11-13">rf_classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> RandomForestClassifier(n_estimators<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">100</span>, random_state<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">411</span>)</span></code></pre></div></div>
</details>
</div>
</section>
<section id="predicting-demuzeres-lcz-classes-2018" class="level3">
<h3 class="anchored" data-anchor-id="predicting-demuzeres-lcz-classes-2018">Predicting Demuzere’s LCZ classes (2018)</h3>
<section id="alphaearth" class="level4">
<h4 class="anchored" data-anchor-id="alphaearth">AlphaEarth</h4>
<p>Without finetuning, AlphaEarth seems to be performing better than GeoTessera, but there is a big caveat here: Demuzere’s dataset was created using pretty much the same list of datasets that were used to train AlphaEarth so the results are not surprising. What is surprising is the performance of GeoTessera with just Sentinel 1 and 2 data. The scores and metrics presented here are on the test dataset.</p>
<div id="50b8df50" class="cell" data-execution_count="11">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb12" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb12-1"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>time</span>
<span id="cb12-2">ae_dz_classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> PixelClassifier()</span>
<span id="cb12-3">X, y, coords, labels_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_dz_classifier.prepare_data(dz_lcz_da, ae_embeddings_2018_da, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"LCZ_Filter"</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2000</span>)</span>
<span id="cb12-4">ae_dz_classifier._classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> rf_classifier</span>
<span id="cb12-5">ae_dz_classifier.train()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:42:39.895</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">prepare_data</span>:<span class="ansi-cyan-fg">103</span> - <span class="ansi-bold">Preparing data for band LCZ_Filter</span>

<span class="ansi-green-fg">2025-09-19 13:42:40.076</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_sample_classes</span>:<span class="ansi-cyan-fg">26</span> - <span class="ansi-bold">Sampling classes for band LCZ_Filter</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-stdout">
<pre><code>CPU times: user 3 μs, sys: 2 μs, total: 5 μs
Wall time: 11.4 μs</code></pre>
</div>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:42:40.139</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_extract_embeddings</span>:<span class="ansi-cyan-fg">55</span> - <span class="ansi-bold">Extracting embeddings for 20250 coordinates</span>

<span class="ansi-green-fg">2025-09-19 13:42:57.288</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">train</span>:<span class="ansi-cyan-fg">141</span> - <span class="ansi-bold">✅ Model training complete.</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="11">
<style>#sk-container-id-1 {
  /* Definition of color scheme common for light and dark mode */
  --sklearn-color-text: #000;
  --sklearn-color-text-muted: #666;
  --sklearn-color-line: gray;
  /* Definition of color scheme for unfitted estimators */
  --sklearn-color-unfitted-level-0: #fff5e6;
  --sklearn-color-unfitted-level-1: #f6e4d2;
  --sklearn-color-unfitted-level-2: #ffe0b3;
  --sklearn-color-unfitted-level-3: chocolate;
  /* Definition of color scheme for fitted estimators */
  --sklearn-color-fitted-level-0: #f0f8ff;
  --sklearn-color-fitted-level-1: #d4ebff;
  --sklearn-color-fitted-level-2: #b3dbfd;
  --sklearn-color-fitted-level-3: cornflowerblue;

  /* Specific color for light theme */
  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));
  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));
  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));
  --sklearn-color-icon: #696969;

  @media (prefers-color-scheme: dark) {
    /* Redefinition of color scheme for dark theme */
    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));
    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));
    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));
    --sklearn-color-icon: #878787;
  }
}

#sk-container-id-1 {
  color: var(--sklearn-color-text);
}

#sk-container-id-1 pre {
  padding: 0;
}

#sk-container-id-1 input.sk-hidden--visually {
  border: 0;
  clip: rect(1px 1px 1px 1px);
  clip: rect(1px, 1px, 1px, 1px);
  height: 1px;
  margin: -1px;
  overflow: hidden;
  padding: 0;
  position: absolute;
  width: 1px;
}

#sk-container-id-1 div.sk-dashed-wrapped {
  border: 1px dashed var(--sklearn-color-line);
  margin: 0 0.4em 0.5em 0.4em;
  box-sizing: border-box;
  padding-bottom: 0.4em;
  background-color: var(--sklearn-color-background);
}

#sk-container-id-1 div.sk-container {
  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`
     but bootstrap.min.css set `[hidden] { display: none !important; }`
     so we also need the `!important` here to be able to override the
     default hidden behavior on the sphinx rendered scikit-learn.org.
     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */
  display: inline-block !important;
  position: relative;
}

#sk-container-id-1 div.sk-text-repr-fallback {
  display: none;
}

div.sk-parallel-item,
div.sk-serial,
div.sk-item {
  /* draw centered vertical line to link estimators */
  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));
  background-size: 2px 100%;
  background-repeat: no-repeat;
  background-position: center center;
}

/* Parallel-specific style estimator block */

#sk-container-id-1 div.sk-parallel-item::after {
  content: "";
  width: 100%;
  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);
  flex-grow: 1;
}

#sk-container-id-1 div.sk-parallel {
  display: flex;
  align-items: stretch;
  justify-content: center;
  background-color: var(--sklearn-color-background);
  position: relative;
}

#sk-container-id-1 div.sk-parallel-item {
  display: flex;
  flex-direction: column;
}

#sk-container-id-1 div.sk-parallel-item:first-child::after {
  align-self: flex-end;
  width: 50%;
}

#sk-container-id-1 div.sk-parallel-item:last-child::after {
  align-self: flex-start;
  width: 50%;
}

#sk-container-id-1 div.sk-parallel-item:only-child::after {
  width: 0;
}

/* Serial-specific style estimator block */

#sk-container-id-1 div.sk-serial {
  display: flex;
  flex-direction: column;
  align-items: center;
  background-color: var(--sklearn-color-background);
  padding-right: 1em;
  padding-left: 1em;
}


/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is
clickable and can be expanded/collapsed.
- Pipeline and ColumnTransformer use this feature and define the default style
- Estimators will overwrite some part of the style using the `sk-estimator` class
*/

/* Pipeline and ColumnTransformer style (default) */

#sk-container-id-1 div.sk-toggleable {
  /* Default theme specific background. It is overwritten whether we have a
  specific estimator or a Pipeline/ColumnTransformer */
  background-color: var(--sklearn-color-background);
}

/* Toggleable label */
#sk-container-id-1 label.sk-toggleable__label {
  cursor: pointer;
  display: flex;
  width: 100%;
  margin-bottom: 0;
  padding: 0.5em;
  box-sizing: border-box;
  text-align: center;
  align-items: start;
  justify-content: space-between;
  gap: 0.5em;
}

#sk-container-id-1 label.sk-toggleable__label .caption {
  font-size: 0.6rem;
  font-weight: lighter;
  color: var(--sklearn-color-text-muted);
}

#sk-container-id-1 label.sk-toggleable__label-arrow:before {
  /* Arrow on the left of the label */
  content: "▸";
  float: left;
  margin-right: 0.25em;
  color: var(--sklearn-color-icon);
}

#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {
  color: var(--sklearn-color-text);
}

/* Toggleable content - dropdown */

#sk-container-id-1 div.sk-toggleable__content {
  display: none;
  text-align: left;
  /* unfitted */
  background-color: var(--sklearn-color-unfitted-level-0);
}

#sk-container-id-1 div.sk-toggleable__content.fitted {
  /* fitted */
  background-color: var(--sklearn-color-fitted-level-0);
}

#sk-container-id-1 div.sk-toggleable__content pre {
  margin: 0.2em;
  border-radius: 0.25em;
  color: var(--sklearn-color-text);
  /* unfitted */
  background-color: var(--sklearn-color-unfitted-level-0);
}

#sk-container-id-1 div.sk-toggleable__content.fitted pre {
  /* unfitted */
  background-color: var(--sklearn-color-fitted-level-0);
}

#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {
  /* Expand drop-down */
  display: block;
  width: 100%;
  overflow: visible;
}

#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {
  content: "▾";
}

/* Pipeline/ColumnTransformer-specific style */

#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {
  color: var(--sklearn-color-text);
  background-color: var(--sklearn-color-unfitted-level-2);
}

#sk-container-id-1 div.sk-label.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {
  background-color: var(--sklearn-color-fitted-level-2);
}

/* Estimator-specific style */

/* Colorize estimator box */
#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {
  /* unfitted */
  background-color: var(--sklearn-color-unfitted-level-2);
}

#sk-container-id-1 div.sk-estimator.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {
  /* fitted */
  background-color: var(--sklearn-color-fitted-level-2);
}

#sk-container-id-1 div.sk-label label.sk-toggleable__label,
#sk-container-id-1 div.sk-label label {
  /* The background is the default theme color */
  color: var(--sklearn-color-text-on-default-background);
}

/* On hover, darken the color of the background */
#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {
  color: var(--sklearn-color-text);
  background-color: var(--sklearn-color-unfitted-level-2);
}

/* Label box, darken color on hover, fitted */
#sk-container-id-1 div.sk-label.fitted:hover label.sk-toggleable__label.fitted {
  color: var(--sklearn-color-text);
  background-color: var(--sklearn-color-fitted-level-2);
}

/* Estimator label */

#sk-container-id-1 div.sk-label label {
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</style><div id="sk-container-id-1" class="sk-top-container"><div class="sk-text-repr-fallback"><pre>RandomForestClassifier(random_state=411)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br>On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class="sk-container" hidden=""><div class="sk-item"><div class="sk-estimator fitted sk-toggleable"><input class="sk-toggleable__control sk-hidden--visually" id="sk-estimator-id-1" type="checkbox" checked=""><label for="sk-estimator-id-1" class="sk-toggleable__label fitted sk-toggleable__label-arrow"><div><div>RandomForestClassifier</div></div><div><a class="sk-estimator-doc-link fitted" rel="noreferrer" target="_blank" href="https://scikit-learn.org/1.7/modules/generated/sklearn.ensemble.RandomForestClassifier.html">?<span>Documentation for RandomForestClassifier</span></a><span class="sk-estimator-doc-link fitted">i<span>Fitted</span></span></div></label><div class="sk-toggleable__content fitted" data-param-prefix="">
        <div class="estimator-table">
            <details>
                <summary>Parameters</summary>
                
<table class="parameters-table caption-top table table-sm table-striped small">
<tbody>
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<td><em></em></td>
<td class="param">n_estimators&nbsp;</td>
<td class="value">100</td>
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<td><em></em></td>
<td class="param">criterion&nbsp;</td>
<td class="value">'gini'</td>
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<td><em></em></td>
<td class="param">max_depth&nbsp;</td>
<td class="value">None</td>
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<tr class="default even">
<td><em></em></td>
<td class="param">min_samples_split&nbsp;</td>
<td class="value">2</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">min_samples_leaf&nbsp;</td>
<td class="value">1</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">min_weight_fraction_leaf&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">max_features&nbsp;</td>
<td class="value">'sqrt'</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">max_leaf_nodes&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">min_impurity_decrease&nbsp;</td>
<td class="value">0.0</td>
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<td class="param">bootstrap&nbsp;</td>
<td class="value">True</td>
</tr>
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<td><em></em></td>
<td class="param">oob_score&nbsp;</td>
<td class="value">False</td>
</tr>
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<td><em></em></td>
<td class="param">n_jobs&nbsp;</td>
<td class="value">None</td>
</tr>
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<td class="param">random_state&nbsp;</td>
<td class="value">411</td>
</tr>
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<td><em></em></td>
<td class="param">verbose&nbsp;</td>
<td class="value">0</td>
</tr>
<tr class="default odd">
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<td class="param">warm_start&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">class_weight&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">ccp_alpha&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">max_samples&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">monotonic_cst&nbsp;</td>
<td class="value">None</td>
</tr>
</tbody>
</table>

            </details>
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<div id="c50a9816" class="cell" data-execution_count="12">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb14" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb14-1">y_ae_dz_test_pred <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_dz_classifier.evaluate()</span>
<span id="cb14-2">ConfusionMatrixDisplay.from_estimator(ae_dz_classifier._classifier, ae_dz_classifier._X_test, ae_dz_classifier._y_test)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:42:57.355</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">evaluate</span>:<span class="ansi-cyan-fg">149</span> - <span class="ansi-bold">

--- 📊 Classification Report ---</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-stdout">
<pre><code>              precision    recall  f1-score   support

           2       0.85      0.92      0.89       600
           3       0.97      0.95      0.96       129
           4       0.73      0.77      0.75       600
           5       0.72      0.64      0.68       600
           6       0.71      0.69      0.70       600
           8       0.75      0.61      0.67       600
           9       0.78      0.92      0.84       600
          11       0.90      0.92      0.91       600
          12       0.72      0.71      0.71       600
          14       0.91      0.87      0.89       600
          17       0.95      0.98      0.97       546

    accuracy                           0.81      6075
   macro avg       0.82      0.82      0.81      6075
weighted avg       0.80      0.81      0.80      6075
</code></pre>
</div>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2025-09-21-weekly-notes_files/figure-html/cell-13-output-3.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
<div id="a3037507" class="cell" data-execution_count="13">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb16" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb16-1">ae_dz_pred_roi_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_dz_classifier.classify_roi(ae_embeddings_2018_da)</span>
<span id="cb16-2">ae_dz_pred_roi_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:42:57.927</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">classify_roi</span>:<span class="ansi-cyan-fg">158</span> - <span class="ansi-bold">Classifying entire ROI</span>
</pre>
</div>
</div>
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.xr-preview {
  color: var(--xr-font-color3);
}

.xr-array-preview,
.xr-array-data {
  padding: 0 5px !important;
  grid-column: 2;
}

.xr-array-data,
.xr-array-in:checked ~ .xr-array-preview {
  display: none;
}

.xr-array-in:checked ~ .xr-array-data,
.xr-array-preview {
  display: inline-block;
}

.xr-dim-list {
  display: inline-block !important;
  list-style: none;
  padding: 0 !important;
  margin: 0;
}

.xr-dim-list li {
  display: inline-block;
  padding: 0;
  margin: 0;
}

.xr-dim-list:before {
  content: "(";
}

.xr-dim-list:after {
  content: ")";
}

.xr-dim-list li:not(:last-child):after {
  content: ",";
  padding-right: 5px;
}

.xr-has-index {
  font-weight: bold;
}

.xr-var-list,
.xr-var-item {
  display: contents;
}

.xr-var-item > div,
.xr-var-item label,
.xr-var-item > .xr-var-name span {
  background-color: var(--xr-background-color-row-even);
  margin-bottom: 0;
}

.xr-var-item > .xr-var-name:hover span {
  padding-right: 5px;
}

.xr-var-list > li:nth-child(odd) > div,
.xr-var-list > li:nth-child(odd) > label,
.xr-var-list > li:nth-child(odd) > .xr-var-name span {
  background-color: var(--xr-background-color-row-odd);
}

.xr-var-name {
  grid-column: 1;
}

.xr-var-dims {
  grid-column: 2;
}

.xr-var-dtype {
  grid-column: 3;
  text-align: right;
  color: var(--xr-font-color2);
}

.xr-var-preview {
  grid-column: 4;
}

.xr-index-preview {
  grid-column: 2 / 5;
  color: var(--xr-font-color2);
}

.xr-var-name,
.xr-var-dims,
.xr-var-dtype,
.xr-preview,
.xr-attrs dt {
  white-space: nowrap;
  overflow: hidden;
  text-overflow: ellipsis;
  padding-right: 10px;
}

.xr-var-name:hover,
.xr-var-dims:hover,
.xr-var-dtype:hover,
.xr-attrs dt:hover {
  overflow: visible;
  width: auto;
  z-index: 1;
}

.xr-var-attrs,
.xr-var-data,
.xr-index-data {
  display: none;
  background-color: var(--xr-background-color) !important;
  padding-bottom: 5px !important;
}

.xr-var-attrs-in:checked ~ .xr-var-attrs,
.xr-var-data-in:checked ~ .xr-var-data,
.xr-index-data-in:checked ~ .xr-index-data {
  display: block;
}

.xr-var-data > table {
  float: right;
}

.xr-var-name span,
.xr-var-data,
.xr-index-name div,
.xr-index-data,
.xr-attrs {
  padding-left: 25px !important;
}

.xr-attrs,
.xr-var-attrs,
.xr-var-data,
.xr-index-data {
  grid-column: 1 / -1;
}

dl.xr-attrs {
  padding: 0;
  margin: 0;
  display: grid;
  grid-template-columns: 125px auto;
}

.xr-attrs dt,
.xr-attrs dd {
  padding: 0;
  margin: 0;
  float: left;
  padding-right: 10px;
  width: auto;
}

.xr-attrs dt {
  font-weight: normal;
  grid-column: 1;
}

.xr-attrs dt:hover span {
  display: inline-block;
  background: var(--xr-background-color);
  padding-right: 10px;
}

.xr-attrs dd {
  grid-column: 2;
  white-space: pre-wrap;
  word-break: break-all;
}

.xr-icon-database,
.xr-icon-file-text2,
.xr-no-icon {
  display: inline-block;
  vertical-align: middle;
  width: 1em;
  height: 1.5em !important;
  stroke-width: 0;
  stroke: currentColor;
  fill: currentColor;
}
</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray 'predicted_class' (y: 835, x: 774)&gt; Size: 5MB
array([[14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14],
       ...,
       [14, 12, 12, ..., 14, 14, 14],
       [12, 12, 12, ..., 14, 14, 14],
       [14, 12, 12, ..., 14, 14, 14]], shape=(835, 774))
Coordinates:
  * y        (y) float64 7kB 5.784e+06 5.784e+06 ... 5.793e+06 5.793e+06
  * x        (x) float64 6kB 3.004e+05 3.004e+05 ... 3.081e+05 3.082e+05</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-array-name">'predicted_class'</div><ul class="xr-dim-list"><li><span class="xr-has-index">y</span>: 835</li><li><span class="xr-has-index">x</span>: 774</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-df26c53c-a3ae-4f2a-9ee9-907e34920c72" class="xr-array-in" type="checkbox" checked=""><label for="section-df26c53c-a3ae-4f2a-9ee9-907e34920c72" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>14 14 14 14 14 14 14 14 14 14 14 ... 12 12 14 12 14 14 14 14 14 14 14</span></div><div class="xr-array-data"><pre>array([[14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14],
       ...,
       [14, 12, 12, ..., 14, 14, 14],
       [12, 12, 12, ..., 14, 14, 14],
       [14, 12, 12, ..., 14, 14, 14]], shape=(835, 774))</pre></div></div></li><li class="xr-section-item"><input id="section-3dae3e33-cd2a-4a26-bc54-590eb5e1f7e3" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-3dae3e33-cd2a-4a26-bc54-590eb5e1f7e3" class="xr-section-summary">Coordinates: <span>(2)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">5.784e+06 5.784e+06 ... 5.793e+06</div><input id="attrs-fe125d28-1561-4ad5-8d74-f09df694edeb" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-fe125d28-1561-4ad5-8d74-f09df694edeb" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-f6549d6f-0177-40ac-899c-4a42fbc73299" class="xr-var-data-in" type="checkbox"><label for="data-f6549d6f-0177-40ac-899c-4a42fbc73299" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([5784196.723678, 5784206.723678, 5784216.723678, ..., 5792516.723678,
       5792526.723678, 5792536.723678], shape=(835,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">3.004e+05 3.004e+05 ... 3.082e+05</div><input id="attrs-c4828708-9f12-424b-9984-eebc2bab6ff7" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-c4828708-9f12-424b-9984-eebc2bab6ff7" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-8f0dbdf3-65c1-41aa-89ed-3582261cde53" class="xr-var-data-in" type="checkbox"><label for="data-8f0dbdf3-65c1-41aa-89ed-3582261cde53" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([300426.006883, 300436.006883, 300446.006883, ..., 308136.006883,
       308146.006883, 308156.006883], shape=(774,))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-e577bc39-2293-4539-a8e1-9dc0163588f1" class="xr-section-summary-in" type="checkbox"><label for="section-e577bc39-2293-4539-a8e1-9dc0163588f1" class="xr-section-summary">Indexes: <span>(2)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-index-name"><div>y</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-e65e2974-7304-4de1-a8ee-702e5273f78c" class="xr-index-data-in" type="checkbox"><label for="index-e65e2974-7304-4de1-a8ee-702e5273f78c" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([5784196.723678278, 5784206.723678278, 5784216.723678278,
       5784226.723678278, 5784236.723678278, 5784246.723678278,
       5784256.723678278, 5784266.723678278, 5784276.723678278,
       5784286.723678278,
       ...
       5792446.723678278, 5792456.723678278, 5792466.723678278,
       5792476.723678278, 5792486.723678278, 5792496.723678278,
       5792506.723678278, 5792516.723678278, 5792526.723678278,
       5792536.723678278],
      dtype='float64', name='y', length=835))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>x</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-0daf4290-2b99-4de0-9a17-2d0800fe9cb2" class="xr-index-data-in" type="checkbox"><label for="index-0daf4290-2b99-4de0-9a17-2d0800fe9cb2" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([300426.0068834159, 300436.0068834159, 300446.0068834159,
       300456.0068834159, 300466.0068834159, 300476.0068834159,
       300486.0068834159, 300496.0068834159, 300506.0068834159,
       300516.0068834159,
       ...
       308066.0068834159, 308076.0068834159, 308086.0068834159,
       308096.0068834159, 308106.0068834159, 308116.0068834159,
       308126.0068834159, 308136.0068834159, 308146.0068834159,
       308156.0068834159],
      dtype='float64', name='x', length=774))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-d8a0b230-f4f4-4ca8-9680-6347d1df46c3" class="xr-section-summary-in" type="checkbox" disabled=""><label for="section-d8a0b230-f4f4-4ca8-9680-6347d1df46c3" class="xr-section-summary" title="Expand/collapse section">Attributes: <span>(0)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"></dl></div></li></ul></div></div>
</div>
</div>
</section>
<section id="geotessera" class="level4">
<h4 class="anchored" data-anchor-id="geotessera">GeoTessera</h4>
<div id="716a5c75" class="cell" data-execution_count="14">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb17" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb17-1"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>time</span>
<span id="cb17-2">gt_dz_classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> PixelClassifier()</span>
<span id="cb17-3">X, y, coords, labels_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_dz_classifier.prepare_data(dz_lcz_da, gt_embeddings_2018_da, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"LCZ_Filter"</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2000</span>)</span>
<span id="cb17-4">gt_dz_classifier._classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> rf_classifier</span>
<span id="cb17-5">gt_dz_classifier.train()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:44:45.130</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">prepare_data</span>:<span class="ansi-cyan-fg">103</span> - <span class="ansi-bold">Preparing data for band LCZ_Filter</span>

<span class="ansi-green-fg">2025-09-19 13:44:45.215</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_sample_classes</span>:<span class="ansi-cyan-fg">26</span> - <span class="ansi-bold">Sampling classes for band LCZ_Filter</span>

<span class="ansi-green-fg">2025-09-19 13:44:45.276</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_extract_embeddings</span>:<span class="ansi-cyan-fg">55</span> - <span class="ansi-bold">Extracting embeddings for 20250 coordinates</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-stdout">
<pre><code>CPU times: user 0 ns, sys: 12 μs, total: 12 μs
Wall time: 27.2 μs</code></pre>
</div>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:45:16.710</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">train</span>:<span class="ansi-cyan-fg">141</span> - <span class="ansi-bold">✅ Model training complete.</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="14">
<style>#sk-container-id-2 {
  /* Definition of color scheme common for light and dark mode */
  --sklearn-color-text: #000;
  --sklearn-color-text-muted: #666;
  --sklearn-color-line: gray;
  /* Definition of color scheme for unfitted estimators */
  --sklearn-color-unfitted-level-0: #fff5e6;
  --sklearn-color-unfitted-level-1: #f6e4d2;
  --sklearn-color-unfitted-level-2: #ffe0b3;
  --sklearn-color-unfitted-level-3: chocolate;
  /* Definition of color scheme for fitted estimators */
  --sklearn-color-fitted-level-0: #f0f8ff;
  --sklearn-color-fitted-level-1: #d4ebff;
  --sklearn-color-fitted-level-2: #b3dbfd;
  --sklearn-color-fitted-level-3: cornflowerblue;

  /* Specific color for light theme */
  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));
  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));
  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));
  --sklearn-color-icon: #696969;

  @media (prefers-color-scheme: dark) {
    /* Redefinition of color scheme for dark theme */
    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));
    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));
    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));
    --sklearn-color-icon: #878787;
  }
}

#sk-container-id-2 {
  color: var(--sklearn-color-text);
}

#sk-container-id-2 pre {
  padding: 0;
}

#sk-container-id-2 input.sk-hidden--visually {
  border: 0;
  clip: rect(1px 1px 1px 1px);
  clip: rect(1px, 1px, 1px, 1px);
  height: 1px;
  margin: -1px;
  overflow: hidden;
  padding: 0;
  position: absolute;
  width: 1px;
}

#sk-container-id-2 div.sk-dashed-wrapped {
  border: 1px dashed var(--sklearn-color-line);
  margin: 0 0.4em 0.5em 0.4em;
  box-sizing: border-box;
  padding-bottom: 0.4em;
  background-color: var(--sklearn-color-background);
}

#sk-container-id-2 div.sk-container {
  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`
     but bootstrap.min.css set `[hidden] { display: none !important; }`
     so we also need the `!important` here to be able to override the
     default hidden behavior on the sphinx rendered scikit-learn.org.
     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */
  display: inline-block !important;
  position: relative;
}

#sk-container-id-2 div.sk-text-repr-fallback {
  display: none;
}

div.sk-parallel-item,
div.sk-serial,
div.sk-item {
  /* draw centered vertical line to link estimators */
  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));
  background-size: 2px 100%;
  background-repeat: no-repeat;
  background-position: center center;
}

/* Parallel-specific style estimator block */

#sk-container-id-2 div.sk-parallel-item::after {
  content: "";
  width: 100%;
  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);
  flex-grow: 1;
}

#sk-container-id-2 div.sk-parallel {
  display: flex;
  align-items: stretch;
  justify-content: center;
  background-color: var(--sklearn-color-background);
  position: relative;
}

#sk-container-id-2 div.sk-parallel-item {
  display: flex;
  flex-direction: column;
}

#sk-container-id-2 div.sk-parallel-item:first-child::after {
  align-self: flex-end;
  width: 50%;
}

#sk-container-id-2 div.sk-parallel-item:last-child::after {
  align-self: flex-start;
  width: 50%;
}

#sk-container-id-2 div.sk-parallel-item:only-child::after {
  width: 0;
}

/* Serial-specific style estimator block */

#sk-container-id-2 div.sk-serial {
  display: flex;
  flex-direction: column;
  align-items: center;
  background-color: var(--sklearn-color-background);
  padding-right: 1em;
  padding-left: 1em;
}


/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is
clickable and can be expanded/collapsed.
- Pipeline and ColumnTransformer use this feature and define the default style
- Estimators will overwrite some part of the style using the `sk-estimator` class
*/

/* Pipeline and ColumnTransformer style (default) */

#sk-container-id-2 div.sk-toggleable {
  /* Default theme specific background. It is overwritten whether we have a
  specific estimator or a Pipeline/ColumnTransformer */
  background-color: var(--sklearn-color-background);
}

/* Toggleable label */
#sk-container-id-2 label.sk-toggleable__label {
  cursor: pointer;
  display: flex;
  width: 100%;
  margin-bottom: 0;
  padding: 0.5em;
  box-sizing: border-box;
  text-align: center;
  align-items: start;
  justify-content: space-between;
  gap: 0.5em;
}

#sk-container-id-2 label.sk-toggleable__label .caption {
  font-size: 0.6rem;
  font-weight: lighter;
  color: var(--sklearn-color-text-muted);
}

#sk-container-id-2 label.sk-toggleable__label-arrow:before {
  /* Arrow on the left of the label */
  content: "▸";
  float: left;
  margin-right: 0.25em;
  color: var(--sklearn-color-icon);
}

#sk-container-id-2 label.sk-toggleable__label-arrow:hover:before {
  color: var(--sklearn-color-text);
}

/* Toggleable content - dropdown */

#sk-container-id-2 div.sk-toggleable__content {
  display: none;
  text-align: left;
  /* unfitted */
  background-color: var(--sklearn-color-unfitted-level-0);
}

#sk-container-id-2 div.sk-toggleable__content.fitted {
  /* fitted */
  background-color: var(--sklearn-color-fitted-level-0);
}

#sk-container-id-2 div.sk-toggleable__content pre {
  margin: 0.2em;
  border-radius: 0.25em;
  color: var(--sklearn-color-text);
  /* unfitted */
  background-color: var(--sklearn-color-unfitted-level-0);
}

#sk-container-id-2 div.sk-toggleable__content.fitted pre {
  /* unfitted */
  background-color: var(--sklearn-color-fitted-level-0);
}

#sk-container-id-2 input.sk-toggleable__control:checked~div.sk-toggleable__content {
  /* Expand drop-down */
  display: block;
  width: 100%;
  overflow: visible;
}

#sk-container-id-2 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {
  content: "▾";
}

/* Pipeline/ColumnTransformer-specific style */

#sk-container-id-2 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {
  color: var(--sklearn-color-text);
  background-color: var(--sklearn-color-unfitted-level-2);
}

#sk-container-id-2 div.sk-label.fitted input.sk-toggleable__control:checked~label.sk-toggleable__label {
  background-color: var(--sklearn-color-fitted-level-2);
}

/* Estimator-specific style */

/* Colorize estimator box */
#sk-container-id-2 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {
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</style><div id="sk-container-id-2" class="sk-top-container"><div class="sk-text-repr-fallback"><pre>RandomForestClassifier(random_state=411)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br>On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class="sk-container" hidden=""><div class="sk-item"><div class="sk-estimator fitted sk-toggleable"><input class="sk-toggleable__control sk-hidden--visually" id="sk-estimator-id-2" type="checkbox" checked=""><label for="sk-estimator-id-2" class="sk-toggleable__label fitted sk-toggleable__label-arrow"><div><div>RandomForestClassifier</div></div><div><a class="sk-estimator-doc-link fitted" rel="noreferrer" target="_blank" href="https://scikit-learn.org/1.7/modules/generated/sklearn.ensemble.RandomForestClassifier.html">?<span>Documentation for RandomForestClassifier</span></a><span class="sk-estimator-doc-link fitted">i<span>Fitted</span></span></div></label><div class="sk-toggleable__content fitted" data-param-prefix="">
        <div class="estimator-table">
            <details>
                <summary>Parameters</summary>
                
<table class="parameters-table caption-top table table-sm table-striped small">
<tbody>
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<td><em></em></td>
<td class="param">n_estimators&nbsp;</td>
<td class="value">100</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">criterion&nbsp;</td>
<td class="value">'gini'</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">max_depth&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">min_samples_split&nbsp;</td>
<td class="value">2</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">min_samples_leaf&nbsp;</td>
<td class="value">1</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">min_weight_fraction_leaf&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">max_features&nbsp;</td>
<td class="value">'sqrt'</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">max_leaf_nodes&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">min_impurity_decrease&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">bootstrap&nbsp;</td>
<td class="value">True</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">oob_score&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">n_jobs&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="user-set odd">
<td><em></em></td>
<td class="param">random_state&nbsp;</td>
<td class="value">411</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">verbose&nbsp;</td>
<td class="value">0</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">warm_start&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">class_weight&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">ccp_alpha&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">max_samples&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">monotonic_cst&nbsp;</td>
<td class="value">None</td>
</tr>
</tbody>
</table>

            </details>
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<div id="2b1d74b1" class="cell" data-execution_count="15">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb19" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb19-1">y_gt_dz_test_pred <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_dz_classifier.evaluate()</span>
<span id="cb19-2">ConfusionMatrixDisplay.from_estimator(gt_dz_classifier._classifier, gt_dz_classifier._X_test, gt_dz_classifier._y_test)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:45:16.771</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">evaluate</span>:<span class="ansi-cyan-fg">149</span> - <span class="ansi-bold">

--- 📊 Classification Report ---</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-stdout">
<pre><code>              precision    recall  f1-score   support

           2       0.62      0.75      0.68       600
           3       0.84      0.33      0.47       129
           4       0.49      0.42      0.45       600
           5       0.42      0.40      0.41       600
           6       0.42      0.51      0.46       600
           8       0.53      0.40      0.46       600
           9       0.53      0.55      0.54       600
          11       0.62      0.73      0.67       600
          12       0.54      0.58      0.56       600
          14       0.87      0.77      0.82       600
          17       0.90      0.90      0.90       546

    accuracy                           0.59      6075
   macro avg       0.62      0.57      0.58      6075
weighted avg       0.60      0.59      0.59      6075
</code></pre>
</div>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2025-09-21-weekly-notes_files/figure-html/cell-16-output-3.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
<div id="3ebfff20" class="cell" data-execution_count="16">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb21" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb21-1">gt_dz_pred_roi_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_dz_classifier.classify_roi(gt_embeddings_2018_da)</span>
<span id="cb21-2">gt_dz_pred_roi_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:45:17.362</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">classify_roi</span>:<span class="ansi-cyan-fg">158</span> - <span class="ansi-bold">Classifying entire ROI</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="16">
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.xr-section-inline-details {
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.xr-section-details {
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.xr-section-summary-in:checked ~ .xr-section-details {
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.xr-array-wrap > label {
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.xr-preview {
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.xr-array-preview,
.xr-array-data {
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.xr-array-data,
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.xr-array-preview {
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}

.xr-dim-list li {
  display: inline-block;
  padding: 0;
  margin: 0;
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.xr-has-index {
  font-weight: bold;
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.xr-var-item {
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}

.xr-var-item > div,
.xr-var-item label,
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.xr-var-list > li:nth-child(odd) > div,
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}

.xr-var-name {
  grid-column: 1;
}

.xr-var-dims {
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.xr-var-dtype {
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}

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}

.xr-index-preview {
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  color: var(--xr-font-color2);
}

.xr-var-name,
.xr-var-dims,
.xr-var-dtype,
.xr-preview,
.xr-attrs dt {
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  text-overflow: ellipsis;
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}

.xr-var-name:hover,
.xr-var-dims:hover,
.xr-var-dtype:hover,
.xr-attrs dt:hover {
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  width: auto;
  z-index: 1;
}

.xr-var-attrs,
.xr-var-data,
.xr-index-data {
  display: none;
  background-color: var(--xr-background-color) !important;
  padding-bottom: 5px !important;
}

.xr-var-attrs-in:checked ~ .xr-var-attrs,
.xr-var-data-in:checked ~ .xr-var-data,
.xr-index-data-in:checked ~ .xr-index-data {
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}

.xr-var-data > table {
  float: right;
}

.xr-var-name span,
.xr-var-data,
.xr-index-name div,
.xr-index-data,
.xr-attrs {
  padding-left: 25px !important;
}

.xr-attrs,
.xr-var-attrs,
.xr-var-data,
.xr-index-data {
  grid-column: 1 / -1;
}

dl.xr-attrs {
  padding: 0;
  margin: 0;
  display: grid;
  grid-template-columns: 125px auto;
}

.xr-attrs dt,
.xr-attrs dd {
  padding: 0;
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  float: left;
  padding-right: 10px;
  width: auto;
}

.xr-attrs dt {
  font-weight: normal;
  grid-column: 1;
}

.xr-attrs dt:hover span {
  display: inline-block;
  background: var(--xr-background-color);
  padding-right: 10px;
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.xr-icon-database,
.xr-icon-file-text2,
.xr-no-icon {
  display: inline-block;
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  width: 1em;
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray 'predicted_class' (y: 836, x: 775)&gt; Size: 5MB
array([[12, 12, 12, ..., 14, 14, 14],
       [12, 12, 12, ..., 12, 14, 12],
       [12, 12, 12, ..., 12, 12, 12],
       ...,
       [14, 14, 14, ..., 14, 14, 14],
       [12, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14]], shape=(836, 775))
Coordinates:
  * y        (y) float64 7kB 5.793e+06 5.793e+06 ... 5.784e+06 5.784e+06
  * x        (x) float64 6kB 3.004e+05 3.004e+05 ... 3.082e+05 3.082e+05</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-array-name">'predicted_class'</div><ul class="xr-dim-list"><li><span class="xr-has-index">y</span>: 836</li><li><span class="xr-has-index">x</span>: 775</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-5b7b167f-c20c-4651-b45a-c923cc3948f1" class="xr-array-in" type="checkbox" checked=""><label for="section-5b7b167f-c20c-4651-b45a-c923cc3948f1" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>12 12 12 12 14 14 14 14 12 12 12 ... 14 14 14 14 14 14 14 14 14 14 14</span></div><div class="xr-array-data"><pre>array([[12, 12, 12, ..., 14, 14, 14],
       [12, 12, 12, ..., 12, 14, 12],
       [12, 12, 12, ..., 12, 12, 12],
       ...,
       [14, 14, 14, ..., 14, 14, 14],
       [12, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14]], shape=(836, 775))</pre></div></div></li><li class="xr-section-item"><input id="section-94c027ea-3aa4-425b-a31c-7ec088122f77" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-94c027ea-3aa4-425b-a31c-7ec088122f77" class="xr-section-summary">Coordinates: <span>(2)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">5.793e+06 5.793e+06 ... 5.784e+06</div><input id="attrs-6196434d-617d-4d24-83aa-82e6ff0fe92a" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-6196434d-617d-4d24-83aa-82e6ff0fe92a" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-93cf3c48-3850-4b29-8179-27d7ddbe0c2c" class="xr-var-data-in" type="checkbox"><label for="data-93cf3c48-3850-4b29-8179-27d7ddbe0c2c" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([5792541.727597, 5792531.727597, 5792521.727597, ..., 5784211.727597,
       5784201.727597, 5784191.727597], shape=(836,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">3.004e+05 3.004e+05 ... 3.082e+05</div><input id="attrs-0293a0ce-841e-4e9a-958f-acb2b5572e13" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-0293a0ce-841e-4e9a-958f-acb2b5572e13" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-458b4a82-0026-4ab6-969b-75a2da8dee36" class="xr-var-data-in" type="checkbox"><label for="data-458b4a82-0026-4ab6-969b-75a2da8dee36" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([300425.572714, 300435.572714, 300445.572714, ..., 308145.572714,
       308155.572714, 308165.572714], shape=(775,))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-5a0e3366-7ce4-4775-8e87-1b05bf35bd0c" class="xr-section-summary-in" type="checkbox"><label for="section-5a0e3366-7ce4-4775-8e87-1b05bf35bd0c" class="xr-section-summary">Indexes: <span>(2)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-index-name"><div>y</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-8fbf089c-2c75-4c36-b349-e51317050c63" class="xr-index-data-in" type="checkbox"><label for="index-8fbf089c-2c75-4c36-b349-e51317050c63" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([5792541.72759726, 5792531.72759726, 5792521.72759726, 5792511.72759726,
       5792501.72759726, 5792491.72759726, 5792481.72759726, 5792471.72759726,
       5792461.72759726, 5792451.72759726,
       ...
       5784281.72759726, 5784271.72759726, 5784261.72759726, 5784251.72759726,
       5784241.72759726, 5784231.72759726, 5784221.72759726, 5784211.72759726,
       5784201.72759726, 5784191.72759726],
      dtype='float64', name='y', length=836))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>x</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-21afc681-6b09-4f90-943c-74645fe83a41" class="xr-index-data-in" type="checkbox"><label for="index-21afc681-6b09-4f90-943c-74645fe83a41" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([300425.57271446165, 300435.57271446165, 300445.57271446165,
       300455.57271446165, 300465.57271446165, 300475.57271446165,
       300485.57271446165, 300495.57271446165, 300505.57271446165,
       300515.57271446165,
       ...
       308075.57271446165, 308085.57271446165, 308095.57271446165,
       308105.57271446165, 308115.57271446165, 308125.57271446165,
       308135.57271446165, 308145.57271446165, 308155.57271446165,
       308165.57271446165],
      dtype='float64', name='x', length=775))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-2cf5b5c8-1aff-4840-b04d-9e5d689cec29" class="xr-section-summary-in" type="checkbox" disabled=""><label for="section-2cf5b5c8-1aff-4840-b04d-9e5d689cec29" class="xr-section-summary" title="Expand/collapse section">Attributes: <span>(0)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"></dl></div></li></ul></div></div>
</div>
</div>
</section>
</section>
<section id="predicting-geoclimates-lcz-classes-2024" class="level3">
<h3 class="anchored" data-anchor-id="predicting-geoclimates-lcz-classes-2024">Predicting Geoclimate’s LCZ classes (2024)</h3>
<section id="alphaearth-1" class="level4">
<h4 class="anchored" data-anchor-id="alphaearth-1">AlphaEarth</h4>
<p>Unlike Demuzere’s global data, Geoclimate is using the data available in OSM to classify patches of land in one of the 17 categories. This means that LCZs are only of the present day, and rely on the quality of OSM data, which as many folks know, it varies significantly from country to country (or by city, in this case). In this case, AlphaEarth outperforms GeoTessera as well, although both of them tend to make the same missclassifications (LCZ 4). Not really sure why, but the power of using Geoclimate as label is in the fact that it includes more information about built-up areas like roads or new buildings that are not present in Demuzere’s dataset.</p>
<div id="3358be59" class="cell" data-execution_count="17">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb22" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb22-1"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>time</span>
<span id="cb22-2">ae_gc_classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> PixelClassifier()</span>
<span id="cb22-3">X, y, coords, labels_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_gc_classifier.prepare_data(gc_lcz_da, ae_embeddings_2024_da, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"LCZ_PRIMARY"</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2000</span>)</span>
<span id="cb22-4">ae_gc_classifier._classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> rf_classifier</span>
<span id="cb22-5">ae_gc_classifier.train()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:57:19.761</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">prepare_data</span>:<span class="ansi-cyan-fg">103</span> - <span class="ansi-bold">Preparing data for band LCZ_PRIMARY</span>

<span class="ansi-green-fg">2025-09-19 13:57:19.862</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_sample_classes</span>:<span class="ansi-cyan-fg">26</span> - <span class="ansi-bold">Sampling classes for band LCZ_PRIMARY</span>

<span class="ansi-green-fg">2025-09-19 13:57:19.924</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_extract_embeddings</span>:<span class="ansi-cyan-fg">55</span> - <span class="ansi-bold">Extracting embeddings for 20110 coordinates</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-stdout">
<pre><code>CPU times: user 1e+03 ns, sys: 12 μs, total: 13 μs
Wall time: 27.7 μs</code></pre>
</div>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:57:36.202</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">train</span>:<span class="ansi-cyan-fg">141</span> - <span class="ansi-bold">✅ Model training complete.</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="17">
<style>#sk-container-id-3 {
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}

div.sk-parallel-item,
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/* Toggleable style: style used for estimator/Pipeline/ColumnTransformer box that is
clickable and can be expanded/collapsed.
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*/

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</style><div id="sk-container-id-3" class="sk-top-container"><div class="sk-text-repr-fallback"><pre>RandomForestClassifier(random_state=411)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br>On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class="sk-container" hidden=""><div class="sk-item"><div class="sk-estimator fitted sk-toggleable"><input class="sk-toggleable__control sk-hidden--visually" id="sk-estimator-id-3" type="checkbox" checked=""><label for="sk-estimator-id-3" class="sk-toggleable__label fitted sk-toggleable__label-arrow"><div><div>RandomForestClassifier</div></div><div><a class="sk-estimator-doc-link fitted" rel="noreferrer" target="_blank" href="https://scikit-learn.org/1.7/modules/generated/sklearn.ensemble.RandomForestClassifier.html">?<span>Documentation for RandomForestClassifier</span></a><span class="sk-estimator-doc-link fitted">i<span>Fitted</span></span></div></label><div class="sk-toggleable__content fitted" data-param-prefix="">
        <div class="estimator-table">
            <details>
                <summary>Parameters</summary>
                
<table class="parameters-table caption-top table table-sm table-striped small">
<tbody>
<tr class="default odd">
<td><em></em></td>
<td class="param">n_estimators&nbsp;</td>
<td class="value">100</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">criterion&nbsp;</td>
<td class="value">'gini'</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">max_depth&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">min_samples_split&nbsp;</td>
<td class="value">2</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">min_samples_leaf&nbsp;</td>
<td class="value">1</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">min_weight_fraction_leaf&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">max_features&nbsp;</td>
<td class="value">'sqrt'</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">max_leaf_nodes&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">min_impurity_decrease&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">bootstrap&nbsp;</td>
<td class="value">True</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">oob_score&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">n_jobs&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="user-set odd">
<td><em></em></td>
<td class="param">random_state&nbsp;</td>
<td class="value">411</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">verbose&nbsp;</td>
<td class="value">0</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">warm_start&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">class_weight&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">ccp_alpha&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">max_samples&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">monotonic_cst&nbsp;</td>
<td class="value">None</td>
</tr>
</tbody>
</table>

            </details>
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<div id="c12e12dd" class="cell" data-execution_count="18">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb24" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb24-1">y_ae_gc_test_pred <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_gc_classifier.evaluate()</span>
<span id="cb24-2">ConfusionMatrixDisplay.from_estimator(ae_gc_classifier._classifier, ae_gc_classifier._X_test, ae_gc_classifier._y_test)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:57:36.257</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">evaluate</span>:<span class="ansi-cyan-fg">149</span> - <span class="ansi-bold">

--- 📊 Classification Report ---</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-stdout">
<pre><code>              precision    recall  f1-score   support

           2       0.73      0.87      0.79       600
           4       0.91      0.97      0.94        33
           5       0.74      0.72      0.73       600
           6       0.49      0.41      0.45       600
           8       0.65      0.73      0.69       600
           9       0.50      0.52      0.51       600
          11       0.70      0.82      0.76       600
          12       0.73      0.76      0.74       600
          14       0.84      0.68      0.75       600
          15       0.58      0.46      0.51       600
          17       0.95      0.95      0.95       600

    accuracy                           0.69      6033
   macro avg       0.71      0.72      0.71      6033
weighted avg       0.69      0.69      0.69      6033
</code></pre>
</div>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2025-09-21-weekly-notes_files/figure-html/cell-19-output-3.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
<div id="2d5bf286" class="cell" data-execution_count="19">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb26" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb26-1">ae_gc_pred_roi_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_gc_classifier.classify_roi(ae_embeddings_2024_da)</span>
<span id="cb26-2">ae_gc_pred_roi_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:57:36.841</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">classify_roi</span>:<span class="ansi-cyan-fg">158</span> - <span class="ansi-bold">Classifying entire ROI</span>
</pre>
</div>
</div>
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  --xr-background-color: #111111;
  --xr-background-color-row-even: #111111;
  --xr-background-color-row-odd: #313131;
}

.xr-wrap {
  display: block !important;
  min-width: 300px;
  max-width: 700px;
}

.xr-text-repr-fallback {
  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */
  display: none;
}

.xr-header {
  padding-top: 6px;
  padding-bottom: 6px;
  margin-bottom: 4px;
  border-bottom: solid 1px var(--xr-border-color);
}

.xr-header > div,
.xr-header > ul {
  display: inline;
  margin-top: 0;
  margin-bottom: 0;
}

.xr-obj-type,
.xr-array-name {
  margin-left: 2px;
  margin-right: 10px;
}

.xr-obj-type {
  color: var(--xr-font-color2);
}

.xr-sections {
  padding-left: 0 !important;
  display: grid;
  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;
}

.xr-section-item {
  display: contents;
}

.xr-section-item input {
  display: inline-block;
  opacity: 0;
  height: 0;
}

.xr-section-item input + label {
  color: var(--xr-disabled-color);
}

.xr-section-item input:enabled + label {
  cursor: pointer;
  color: var(--xr-font-color2);
}

.xr-section-item input:focus + label {
  border: 2px solid var(--xr-font-color0);
}

.xr-section-item input:enabled + label:hover {
  color: var(--xr-font-color0);
}

.xr-section-summary {
  grid-column: 1;
  color: var(--xr-font-color2);
  font-weight: 500;
}

.xr-section-summary > span {
  display: inline-block;
  padding-left: 0.5em;
}

.xr-section-summary-in:disabled + label {
  color: var(--xr-font-color2);
}

.xr-section-summary-in + label:before {
  display: inline-block;
  content: "►";
  font-size: 11px;
  width: 15px;
  text-align: center;
}

.xr-section-summary-in:disabled + label:before {
  color: var(--xr-disabled-color);
}

.xr-section-summary-in:checked + label:before {
  content: "▼";
}

.xr-section-summary-in:checked + label > span {
  display: none;
}

.xr-section-summary,
.xr-section-inline-details {
  padding-top: 4px;
  padding-bottom: 4px;
}

.xr-section-inline-details {
  grid-column: 2 / -1;
}

.xr-section-details {
  display: none;
  grid-column: 1 / -1;
  margin-bottom: 5px;
}

.xr-section-summary-in:checked ~ .xr-section-details {
  display: contents;
}

.xr-array-wrap {
  grid-column: 1 / -1;
  display: grid;
  grid-template-columns: 20px auto;
}

.xr-array-wrap > label {
  grid-column: 1;
  vertical-align: top;
}

.xr-preview {
  color: var(--xr-font-color3);
}

.xr-array-preview,
.xr-array-data {
  padding: 0 5px !important;
  grid-column: 2;
}

.xr-array-data,
.xr-array-in:checked ~ .xr-array-preview {
  display: none;
}

.xr-array-in:checked ~ .xr-array-data,
.xr-array-preview {
  display: inline-block;
}

.xr-dim-list {
  display: inline-block !important;
  list-style: none;
  padding: 0 !important;
  margin: 0;
}

.xr-dim-list li {
  display: inline-block;
  padding: 0;
  margin: 0;
}

.xr-dim-list:before {
  content: "(";
}

.xr-dim-list:after {
  content: ")";
}

.xr-dim-list li:not(:last-child):after {
  content: ",";
  padding-right: 5px;
}

.xr-has-index {
  font-weight: bold;
}

.xr-var-list,
.xr-var-item {
  display: contents;
}

.xr-var-item > div,
.xr-var-item label,
.xr-var-item > .xr-var-name span {
  background-color: var(--xr-background-color-row-even);
  margin-bottom: 0;
}

.xr-var-item > .xr-var-name:hover span {
  padding-right: 5px;
}

.xr-var-list > li:nth-child(odd) > div,
.xr-var-list > li:nth-child(odd) > label,
.xr-var-list > li:nth-child(odd) > .xr-var-name span {
  background-color: var(--xr-background-color-row-odd);
}

.xr-var-name {
  grid-column: 1;
}

.xr-var-dims {
  grid-column: 2;
}

.xr-var-dtype {
  grid-column: 3;
  text-align: right;
  color: var(--xr-font-color2);
}

.xr-var-preview {
  grid-column: 4;
}

.xr-index-preview {
  grid-column: 2 / 5;
  color: var(--xr-font-color2);
}

.xr-var-name,
.xr-var-dims,
.xr-var-dtype,
.xr-preview,
.xr-attrs dt {
  white-space: nowrap;
  overflow: hidden;
  text-overflow: ellipsis;
  padding-right: 10px;
}

.xr-var-name:hover,
.xr-var-dims:hover,
.xr-var-dtype:hover,
.xr-attrs dt:hover {
  overflow: visible;
  width: auto;
  z-index: 1;
}

.xr-var-attrs,
.xr-var-data,
.xr-index-data {
  display: none;
  background-color: var(--xr-background-color) !important;
  padding-bottom: 5px !important;
}

.xr-var-attrs-in:checked ~ .xr-var-attrs,
.xr-var-data-in:checked ~ .xr-var-data,
.xr-index-data-in:checked ~ .xr-index-data {
  display: block;
}

.xr-var-data > table {
  float: right;
}

.xr-var-name span,
.xr-var-data,
.xr-index-name div,
.xr-index-data,
.xr-attrs {
  padding-left: 25px !important;
}

.xr-attrs,
.xr-var-attrs,
.xr-var-data,
.xr-index-data {
  grid-column: 1 / -1;
}

dl.xr-attrs {
  padding: 0;
  margin: 0;
  display: grid;
  grid-template-columns: 125px auto;
}

.xr-attrs dt,
.xr-attrs dd {
  padding: 0;
  margin: 0;
  float: left;
  padding-right: 10px;
  width: auto;
}

.xr-attrs dt {
  font-weight: normal;
  grid-column: 1;
}

.xr-attrs dt:hover span {
  display: inline-block;
  background: var(--xr-background-color);
  padding-right: 10px;
}

.xr-attrs dd {
  grid-column: 2;
  white-space: pre-wrap;
  word-break: break-all;
}

.xr-icon-database,
.xr-icon-file-text2,
.xr-no-icon {
  display: inline-block;
  vertical-align: middle;
  width: 1em;
  height: 1.5em !important;
  stroke-width: 0;
  stroke: currentColor;
  fill: currentColor;
}
</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray 'predicted_class' (y: 835, x: 774)&gt; Size: 5MB
array([[14, 14, 12, ..., 14, 14, 14],
       [14, 12, 12, ..., 14, 14, 14],
       [12, 12, 12, ..., 14, 14, 14],
       ...,
       [14, 14, 15, ..., 14, 14, 14],
       [14, 14, 15, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14]], shape=(835, 774))
Coordinates:
  * y        (y) float64 7kB 5.784e+06 5.784e+06 ... 5.793e+06 5.793e+06
  * x        (x) float64 6kB 3.004e+05 3.004e+05 ... 3.081e+05 3.082e+05</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-array-name">'predicted_class'</div><ul class="xr-dim-list"><li><span class="xr-has-index">y</span>: 835</li><li><span class="xr-has-index">x</span>: 774</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-e1d5841f-5530-46ef-b254-e5cfe45cf07c" class="xr-array-in" type="checkbox" checked=""><label for="section-e1d5841f-5530-46ef-b254-e5cfe45cf07c" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>14 14 12 12 12 14 14 12 12 12 12 ... 14 14 14 14 14 14 14 14 14 14 14</span></div><div class="xr-array-data"><pre>array([[14, 14, 12, ..., 14, 14, 14],
       [14, 12, 12, ..., 14, 14, 14],
       [12, 12, 12, ..., 14, 14, 14],
       ...,
       [14, 14, 15, ..., 14, 14, 14],
       [14, 14, 15, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14]], shape=(835, 774))</pre></div></div></li><li class="xr-section-item"><input id="section-be9643ae-4f7d-402c-b1ee-0278c056a94f" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-be9643ae-4f7d-402c-b1ee-0278c056a94f" class="xr-section-summary">Coordinates: <span>(2)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">5.784e+06 5.784e+06 ... 5.793e+06</div><input id="attrs-00e82e35-ff56-4b26-b8bf-f5c3f37c2248" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-00e82e35-ff56-4b26-b8bf-f5c3f37c2248" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-9ac85f00-d72a-4464-abed-0a18ec87fa31" class="xr-var-data-in" type="checkbox"><label for="data-9ac85f00-d72a-4464-abed-0a18ec87fa31" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([5784196.723678, 5784206.723678, 5784216.723678, ..., 5792516.723678,
       5792526.723678, 5792536.723678], shape=(835,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">3.004e+05 3.004e+05 ... 3.082e+05</div><input id="attrs-158610c7-1b18-47d1-892e-8a681f8a5e77" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-158610c7-1b18-47d1-892e-8a681f8a5e77" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-47db201a-b953-4f17-8e2e-9efcfe029ed3" class="xr-var-data-in" type="checkbox"><label for="data-47db201a-b953-4f17-8e2e-9efcfe029ed3" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([300426.006883, 300436.006883, 300446.006883, ..., 308136.006883,
       308146.006883, 308156.006883], shape=(774,))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-56e23b57-6308-49df-95af-0f24a5fa974a" class="xr-section-summary-in" type="checkbox"><label for="section-56e23b57-6308-49df-95af-0f24a5fa974a" class="xr-section-summary">Indexes: <span>(2)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-index-name"><div>y</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-d57a2a76-3733-43ea-9aba-c89a225350ff" class="xr-index-data-in" type="checkbox"><label for="index-d57a2a76-3733-43ea-9aba-c89a225350ff" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([5784196.723678278, 5784206.723678278, 5784216.723678278,
       5784226.723678278, 5784236.723678278, 5784246.723678278,
       5784256.723678278, 5784266.723678278, 5784276.723678278,
       5784286.723678278,
       ...
       5792446.723678278, 5792456.723678278, 5792466.723678278,
       5792476.723678278, 5792486.723678278, 5792496.723678278,
       5792506.723678278, 5792516.723678278, 5792526.723678278,
       5792536.723678278],
      dtype='float64', name='y', length=835))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>x</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-6152d79c-6a66-4f65-8082-983ce2f4566c" class="xr-index-data-in" type="checkbox"><label for="index-6152d79c-6a66-4f65-8082-983ce2f4566c" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([300426.0068834159, 300436.0068834159, 300446.0068834159,
       300456.0068834159, 300466.0068834159, 300476.0068834159,
       300486.0068834159, 300496.0068834159, 300506.0068834159,
       300516.0068834159,
       ...
       308066.0068834159, 308076.0068834159, 308086.0068834159,
       308096.0068834159, 308106.0068834159, 308116.0068834159,
       308126.0068834159, 308136.0068834159, 308146.0068834159,
       308156.0068834159],
      dtype='float64', name='x', length=774))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-e07416c1-2d75-4233-bb7f-99664d0f9c01" class="xr-section-summary-in" type="checkbox" disabled=""><label for="section-e07416c1-2d75-4233-bb7f-99664d0f9c01" class="xr-section-summary" title="Expand/collapse section">Attributes: <span>(0)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"></dl></div></li></ul></div></div>
</div>
</div>
</section>
<section id="geotessera-1" class="level4">
<h4 class="anchored" data-anchor-id="geotessera-1">GeoTessera</h4>
<div id="6cf0a4ac" class="cell" data-execution_count="20">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb27" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb27-1"><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%</span>time</span>
<span id="cb27-2">gt_gc_classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> PixelClassifier()</span>
<span id="cb27-3">X, y, coords, labels_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_gc_classifier.prepare_data(gc_lcz_da, gt_embeddings_2024_da, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"LCZ_PRIMARY"</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2000</span>)</span>
<span id="cb27-4">gt_gc_classifier._classifier <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> rf_classifier</span>
<span id="cb27-5">gt_gc_classifier.train()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:59:10.557</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">prepare_data</span>:<span class="ansi-cyan-fg">103</span> - <span class="ansi-bold">Preparing data for band LCZ_PRIMARY</span>

<span class="ansi-green-fg">2025-09-19 13:59:10.638</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_sample_classes</span>:<span class="ansi-cyan-fg">26</span> - <span class="ansi-bold">Sampling classes for band LCZ_PRIMARY</span>

<span class="ansi-green-fg">2025-09-19 13:59:10.715</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">_extract_embeddings</span>:<span class="ansi-cyan-fg">55</span> - <span class="ansi-bold">Extracting embeddings for 20100 coordinates</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-stdout">
<pre><code>CPU times: user 1 μs, sys: 11 μs, total: 12 μs
Wall time: 23.8 μs</code></pre>
</div>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:59:48.400</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">train</span>:<span class="ansi-cyan-fg">141</span> - <span class="ansi-bold">✅ Model training complete.</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="20">
<style>#sk-container-id-4 {
  /* Definition of color scheme common for light and dark mode */
  --sklearn-color-text: #000;
  --sklearn-color-text-muted: #666;
  --sklearn-color-line: gray;
  /* Definition of color scheme for unfitted estimators */
  --sklearn-color-unfitted-level-0: #fff5e6;
  --sklearn-color-unfitted-level-1: #f6e4d2;
  --sklearn-color-unfitted-level-2: #ffe0b3;
  --sklearn-color-unfitted-level-3: chocolate;
  /* Definition of color scheme for fitted estimators */
  --sklearn-color-fitted-level-0: #f0f8ff;
  --sklearn-color-fitted-level-1: #d4ebff;
  --sklearn-color-fitted-level-2: #b3dbfd;
  --sklearn-color-fitted-level-3: cornflowerblue;

  /* Specific color for light theme */
  --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));
  --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, white)));
  --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, black)));
  --sklearn-color-icon: #696969;

  @media (prefers-color-scheme: dark) {
    /* Redefinition of color scheme for dark theme */
    --sklearn-color-text-on-default-background: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));
    --sklearn-color-background: var(--sg-background-color, var(--theme-background, var(--jp-layout-color0, #111)));
    --sklearn-color-border-box: var(--sg-text-color, var(--theme-code-foreground, var(--jp-content-font-color1, white)));
    --sklearn-color-icon: #878787;
  }
}

#sk-container-id-4 {
  color: var(--sklearn-color-text);
}

#sk-container-id-4 pre {
  padding: 0;
}

#sk-container-id-4 input.sk-hidden--visually {
  border: 0;
  clip: rect(1px 1px 1px 1px);
  clip: rect(1px, 1px, 1px, 1px);
  height: 1px;
  margin: -1px;
  overflow: hidden;
  padding: 0;
  position: absolute;
  width: 1px;
}

#sk-container-id-4 div.sk-dashed-wrapped {
  border: 1px dashed var(--sklearn-color-line);
  margin: 0 0.4em 0.5em 0.4em;
  box-sizing: border-box;
  padding-bottom: 0.4em;
  background-color: var(--sklearn-color-background);
}

#sk-container-id-4 div.sk-container {
  /* jupyter's `normalize.less` sets `[hidden] { display: none; }`
     but bootstrap.min.css set `[hidden] { display: none !important; }`
     so we also need the `!important` here to be able to override the
     default hidden behavior on the sphinx rendered scikit-learn.org.
     See: https://github.com/scikit-learn/scikit-learn/issues/21755 */
  display: inline-block !important;
  position: relative;
}

#sk-container-id-4 div.sk-text-repr-fallback {
  display: none;
}

div.sk-parallel-item,
div.sk-serial,
div.sk-item {
  /* draw centered vertical line to link estimators */
  background-image: linear-gradient(var(--sklearn-color-text-on-default-background), var(--sklearn-color-text-on-default-background));
  background-size: 2px 100%;
  background-repeat: no-repeat;
  background-position: center center;
}

/* Parallel-specific style estimator block */

#sk-container-id-4 div.sk-parallel-item::after {
  content: "";
  width: 100%;
  border-bottom: 2px solid var(--sklearn-color-text-on-default-background);
  flex-grow: 1;
}

#sk-container-id-4 div.sk-parallel {
  display: flex;
  align-items: stretch;
  justify-content: center;
  background-color: var(--sklearn-color-background);
  position: relative;
}

#sk-container-id-4 div.sk-parallel-item {
  display: flex;
  flex-direction: column;
}

#sk-container-id-4 div.sk-parallel-item:first-child::after {
  align-self: flex-end;
  width: 50%;
}

#sk-container-id-4 div.sk-parallel-item:last-child::after {
  align-self: flex-start;
  width: 50%;
}

#sk-container-id-4 div.sk-parallel-item:only-child::after {
  width: 0;
}

/* Serial-specific style estimator block */

#sk-container-id-4 div.sk-serial {
  display: flex;
  flex-direction: column;
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</style><div id="sk-container-id-4" class="sk-top-container"><div class="sk-text-repr-fallback"><pre>RandomForestClassifier(random_state=411)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br>On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class="sk-container" hidden=""><div class="sk-item"><div class="sk-estimator fitted sk-toggleable"><input class="sk-toggleable__control sk-hidden--visually" id="sk-estimator-id-4" type="checkbox" checked=""><label for="sk-estimator-id-4" class="sk-toggleable__label fitted sk-toggleable__label-arrow"><div><div>RandomForestClassifier</div></div><div><a class="sk-estimator-doc-link fitted" rel="noreferrer" target="_blank" href="https://scikit-learn.org/1.7/modules/generated/sklearn.ensemble.RandomForestClassifier.html">?<span>Documentation for RandomForestClassifier</span></a><span class="sk-estimator-doc-link fitted">i<span>Fitted</span></span></div></label><div class="sk-toggleable__content fitted" data-param-prefix="">
        <div class="estimator-table">
            <details>
                <summary>Parameters</summary>
                
<table class="parameters-table caption-top table table-sm table-striped small">
<tbody>
<tr class="default odd">
<td><em></em></td>
<td class="param">n_estimators&nbsp;</td>
<td class="value">100</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">criterion&nbsp;</td>
<td class="value">'gini'</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">max_depth&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">min_samples_split&nbsp;</td>
<td class="value">2</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">min_samples_leaf&nbsp;</td>
<td class="value">1</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">min_weight_fraction_leaf&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">max_features&nbsp;</td>
<td class="value">'sqrt'</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">max_leaf_nodes&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">min_impurity_decrease&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">bootstrap&nbsp;</td>
<td class="value">True</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">oob_score&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">n_jobs&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="user-set odd">
<td><em></em></td>
<td class="param">random_state&nbsp;</td>
<td class="value">411</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">verbose&nbsp;</td>
<td class="value">0</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">warm_start&nbsp;</td>
<td class="value">False</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">class_weight&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">ccp_alpha&nbsp;</td>
<td class="value">0.0</td>
</tr>
<tr class="default even">
<td><em></em></td>
<td class="param">max_samples&nbsp;</td>
<td class="value">None</td>
</tr>
<tr class="default odd">
<td><em></em></td>
<td class="param">monotonic_cst&nbsp;</td>
<td class="value">None</td>
</tr>
</tbody>
</table>

            </details>
        </div>
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</div>
<div id="4d790d24" class="cell" data-execution_count="21">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb29" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb29-1">y_gt_gc_test_pred <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_gc_classifier.evaluate()</span>
<span id="cb29-2">ConfusionMatrixDisplay.from_estimator(gt_gc_classifier._classifier, gt_gc_classifier._X_test, gt_gc_classifier._y_test)</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:59:48.445</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">evaluate</span>:<span class="ansi-cyan-fg">149</span> - <span class="ansi-bold">

--- 📊 Classification Report ---</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-stdout">
<pre><code>              precision    recall  f1-score   support

           2       0.49      0.61      0.55       600
           4       0.78      0.23      0.36        30
           5       0.44      0.27      0.33       600
           6       0.28      0.30      0.29       600
           8       0.49      0.50      0.49       600
           9       0.31      0.39      0.34       600
          11       0.49      0.64      0.55       600
          12       0.43      0.41      0.42       600
          14       0.69      0.66      0.68       600
          15       0.44      0.33      0.38       600
          17       0.87      0.76      0.81       600

    accuracy                           0.48      6030
   macro avg       0.52      0.46      0.47      6030
weighted avg       0.49      0.48      0.48      6030
</code></pre>
</div>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
<p><img src="https://ancazugo.github.io/posts/2025-09-21-weekly-notes_files/figure-html/cell-22-output-3.png" class="img-fluid figure-img"></p>
</figure>
</div>
</div>
</div>
<div id="e226f2b1" class="cell" data-execution_count="22">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb31" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb31-1">gt_gc_pred_roi_da <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_gc_classifier.classify_roi(gt_embeddings_2024_da)</span>
<span id="cb31-2">gt_gc_pred_roi_da</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stderr">
<div class="ansi-escaped-output">
<pre><span class="ansi-green-fg">2025-09-19 13:59:48.981</span> | <span class="ansi-bold">INFO    </span> | <span class="ansi-cyan-fg">classifiers.pixel_classifier</span>:<span class="ansi-cyan-fg">classify_roi</span>:<span class="ansi-cyan-fg">158</span> - <span class="ansi-bold">Classifying entire ROI</span>
</pre>
</div>
</div>
<div class="cell-output cell-output-display" data-execution_count="22">
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</style><pre class="xr-text-repr-fallback">&lt;xarray.DataArray 'predicted_class' (y: 836, x: 775)&gt; Size: 5MB
array([[14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 12, 12],
       ...,
       [14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14]], shape=(836, 775))
Coordinates:
  * y        (y) float64 7kB 5.793e+06 5.793e+06 ... 5.784e+06 5.784e+06
  * x        (x) float64 6kB 3.004e+05 3.004e+05 ... 3.082e+05 3.082e+05</pre><div class="xr-wrap" style="display:none"><div class="xr-header"><div class="xr-obj-type">xarray.DataArray</div><div class="xr-array-name">'predicted_class'</div><ul class="xr-dim-list"><li><span class="xr-has-index">y</span>: 836</li><li><span class="xr-has-index">x</span>: 775</li></ul></div><ul class="xr-sections"><li class="xr-section-item"><div class="xr-array-wrap"><input id="section-3a569358-144e-4581-9003-e2b38ebfdb21" class="xr-array-in" type="checkbox" checked=""><label for="section-3a569358-144e-4581-9003-e2b38ebfdb21" title="Show/hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-array-preview xr-preview"><span>14 14 14 14 14 14 14 14 14 14 14 ... 14 14 14 14 14 14 14 14 14 14 14</span></div><div class="xr-array-data"><pre>array([[14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 12, 12],
       ...,
       [14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14],
       [14, 14, 14, ..., 14, 14, 14]], shape=(836, 775))</pre></div></div></li><li class="xr-section-item"><input id="section-50e3675e-0111-4c17-8387-97c20623261a" class="xr-section-summary-in" type="checkbox" checked=""><label for="section-50e3675e-0111-4c17-8387-97c20623261a" class="xr-section-summary">Coordinates: <span>(2)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">y</span></div><div class="xr-var-dims">(y)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">5.793e+06 5.793e+06 ... 5.784e+06</div><input id="attrs-becef8cd-ce60-41ec-82cb-99ef94b7d8a9" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-becef8cd-ce60-41ec-82cb-99ef94b7d8a9" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-16a0d63b-578c-45c2-a25f-b2267b309dd5" class="xr-var-data-in" type="checkbox"><label for="data-16a0d63b-578c-45c2-a25f-b2267b309dd5" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([5792541.727597, 5792531.727597, 5792521.727597, ..., 5784211.727597,
       5784201.727597, 5784191.727597], shape=(836,))</pre></div></li><li class="xr-var-item"><div class="xr-var-name"><span class="xr-has-index">x</span></div><div class="xr-var-dims">(x)</div><div class="xr-var-dtype">float64</div><div class="xr-var-preview xr-preview">3.004e+05 3.004e+05 ... 3.082e+05</div><input id="attrs-e2e4ed90-2d09-438f-836c-f31b459f0215" class="xr-var-attrs-in" type="checkbox" disabled=""><label for="attrs-e2e4ed90-2d09-438f-836c-f31b459f0215" title="Show/Hide attributes"><svg class="icon xr-icon-file-text2"><use href="#icon-file-text2"></use></svg></label><input id="data-c383b507-4e8f-483b-8c3e-aa49e284eafc" class="xr-var-data-in" type="checkbox"><label for="data-c383b507-4e8f-483b-8c3e-aa49e284eafc" title="Show/Hide data repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-var-attrs"><dl class="xr-attrs"></dl></div><div class="xr-var-data"><pre>array([300425.572714, 300435.572714, 300445.572714, ..., 308145.572714,
       308155.572714, 308165.572714], shape=(775,))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-952147df-80de-4e77-b874-e4fcd444f2e9" class="xr-section-summary-in" type="checkbox"><label for="section-952147df-80de-4e77-b874-e4fcd444f2e9" class="xr-section-summary">Indexes: <span>(2)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><ul class="xr-var-list"><li class="xr-var-item"><div class="xr-index-name"><div>y</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-de7864e7-9fc8-485b-87a7-663c60c39fd6" class="xr-index-data-in" type="checkbox"><label for="index-de7864e7-9fc8-485b-87a7-663c60c39fd6" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([5792541.72759726, 5792531.72759726, 5792521.72759726, 5792511.72759726,
       5792501.72759726, 5792491.72759726, 5792481.72759726, 5792471.72759726,
       5792461.72759726, 5792451.72759726,
       ...
       5784281.72759726, 5784271.72759726, 5784261.72759726, 5784251.72759726,
       5784241.72759726, 5784231.72759726, 5784221.72759726, 5784211.72759726,
       5784201.72759726, 5784191.72759726],
      dtype='float64', name='y', length=836))</pre></div></li><li class="xr-var-item"><div class="xr-index-name"><div>x</div></div><div class="xr-index-preview">PandasIndex</div><input type="checkbox" disabled=""><label></label><input id="index-46a1b448-87d5-435a-a7dc-0bf85c87966c" class="xr-index-data-in" type="checkbox"><label for="index-46a1b448-87d5-435a-a7dc-0bf85c87966c" title="Show/Hide index repr"><svg class="icon xr-icon-database"><use href="#icon-database"></use></svg></label><div class="xr-index-data"><pre>PandasIndex(Index([300425.57271446165, 300435.57271446165, 300445.57271446165,
       300455.57271446165, 300465.57271446165, 300475.57271446165,
       300485.57271446165, 300495.57271446165, 300505.57271446165,
       300515.57271446165,
       ...
       308075.57271446165, 308085.57271446165, 308095.57271446165,
       308105.57271446165, 308115.57271446165, 308125.57271446165,
       308135.57271446165, 308145.57271446165, 308155.57271446165,
       308165.57271446165],
      dtype='float64', name='x', length=775))</pre></div></li></ul></div></li><li class="xr-section-item"><input id="section-cc1a3dd2-d19f-4ad0-8731-32ff4f3b0881" class="xr-section-summary-in" type="checkbox" disabled=""><label for="section-cc1a3dd2-d19f-4ad0-8731-32ff4f3b0881" class="xr-section-summary" title="Expand/collapse section">Attributes: <span>(0)</span></label><div class="xr-section-inline-details"></div><div class="xr-section-details"><dl class="xr-attrs"></dl></div></li></ul></div></div>
</div>
</div>
</section>
</section>
</section>
<section id="conclusions" class="level2">
<h2 class="anchored" data-anchor-id="conclusions">Conclusions</h2>
<p>So, in general both AlphaEarth and GeoTessera are more than capable of classifying LCZs with Google’s model performing slightly better. This is only a test using Cambridge as test study, so more experiments and fine-tuning are necessary. Clear improvements on the current state of LCZs are clear: Because of the resolution of the embeddings, they are picking up features at finer detail like roads or rivers that are not present in the labels; this means that although they are misclassified, they are actually correctly classified by the models (it’s easier to see in the interactive map). You can see below a plot comparing the different embeddings and labels, and an additional interactive plot for an overlay on an OSM basemap. I’m more interested in how it performs in not so common places in Africa, Asia or Latin America, as the lack of data in OSM maps means that many attributes like building height are missing, which could mean that either AlphaEarth or GeoTessera can fill in the gap with the satellite data they were trained on.</p>
<p>Currently, I’m training a couple of models on Cambridge, London and Bogotá using a MLP classifier, as suggested by <a href="https://www.linkedin.com/in/zhengpeng-feng">Frank Feng</a>. To fine-tune the model, and more importantly, to track the results and performance I am implementing a Weights &amp; Biases Sweep configuration so I can use the dashboard to make better informed decisions on where to go from there.</p>
<div id="461ca6d8" class="cell" data-execution_count="23">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb32" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb32-1"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 1. Get all unique values from the data.</span></span>
<span id="cb32-2"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># raw_unique_values = np.unique(np.concatenate([</span></span>
<span id="cb32-3"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#     labels_da.sel(band='LCZ_Filter').values.ravel(),</span></span>
<span id="cb32-4"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#     gt_pred_roi_da.values.ravel()</span></span>
<span id="cb32-5"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># ]))</span></span>
<span id="cb32-6">raw_unique_values <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.unique(np.concatenate([</span>
<span id="cb32-7">    dz_lcz_da.sel(band<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'LCZ_Filter'</span>).values.ravel(),</span>
<span id="cb32-8">    gt_dz_pred_roi_da.values.ravel(),</span>
<span id="cb32-9">    ae_dz_pred_roi_da.values.ravel(),</span>
<span id="cb32-10">    gc_lcz_da.sel(band<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'LCZ_PRIMARY'</span>).values.ravel(),</span>
<span id="cb32-11">    gt_gc_pred_roi_da.values.ravel(),</span>
<span id="cb32-12">    ae_gc_pred_roi_da.values.ravel()</span>
<span id="cb32-13">]))</span>
<span id="cb32-14"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 2. Create a clean array for logic and ticks by filtering out NaN.</span></span>
<span id="cb32-15">colorbar_ticks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> raw_unique_values[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">~</span>np.isnan(raw_unique_values)]</span>
<span id="cb32-16"></span>
<span id="cb32-17"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 3. Handle the edge case where there is no valid data to plot.</span></span>
<span id="cb32-18"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(colorbar_ticks) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>:</span>
<span id="cb32-19">    <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"⚠️ Warning: Data contains only NaN values. Cannot generate plot with colorbar."</span>)</span>
<span id="cb32-20">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Draw blank plots as a fallback</span></span>
<span id="cb32-21">    fig, axes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.subplots(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, figsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">14</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">7</span>))</span>
<span id="cb32-22">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"LCZ (Demuzere, 2022)</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">(No data)"</span>)</span>
<span id="cb32-23">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Predicted LCZ (RF - GeoTessera)</span><span class="ch" style="color: #20794D;
background-color: null;
font-style: inherit;">\n</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">(No data)"</span>)</span>
<span id="cb32-24">    plt.show()</span>
<span id="cb32-25"></span>
<span id="cb32-26"><span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">else</span>:</span>
<span id="cb32-27">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 4. Use the clean ticks to decide on the colormap.</span></span>
<span id="cb32-28">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">if</span> colorbar_ticks.<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span>() <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;=</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>:</span>
<span id="cb32-29">        <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Detected reclassified data. Using 'viridis' colormap. 🎨"</span>)</span>
<span id="cb32-30">        num_classes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">len</span>(colorbar_ticks)</span>
<span id="cb32-31">        cmap <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.get_cmap(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'viridis'</span>, num_classes)</span>
<span id="cb32-32">        boundaries <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.append(colorbar_ticks <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span>, colorbar_ticks[<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span>)</span>
<span id="cb32-33">        norm <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> mcolors.BoundaryNorm(boundaries, cmap.N)</span>
<span id="cb32-34">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">else</span>:</span>
<span id="cb32-35">        <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">print</span>(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Detected original LCZ data. Using custom LCZ colormap. 🗺️"</span>)</span>
<span id="cb32-36">        lcz_colors <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [x[<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'color'</span>] <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">for</span> x <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">in</span> lcz_dict.values()]</span>
<span id="cb32-37">        lcz_keys <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">list</span>(lcz_dict.keys())</span>
<span id="cb32-38">        cmap <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ListedColormap(lcz_colors)</span>
<span id="cb32-39">        boundaries <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> np.arange(<span class="bu" style="color: null;
background-color: null;
font-style: inherit;">min</span>(lcz_keys) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.5</span>, <span class="bu" style="color: null;
background-color: null;
font-style: inherit;">max</span>(lcz_keys) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1.6</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>)</span>
<span id="cb32-40">        norm <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> mcolors.BoundaryNorm(boundaries, cmap.N<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>)</span>
<span id="cb32-41"></span>
<span id="cb32-42">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 5. IMPORTANT: Tell the colormap how to render NaN values from the data.</span></span>
<span id="cb32-43">    cmap.set_bad(color<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'white'</span>, alpha<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>) <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Make bad values (like NaN) fully transparent</span></span>
<span id="cb32-44"></span>
<span id="cb32-45">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Plotting ---</span></span>
<span id="cb32-46">    fig, axes <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.subplots(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>, figsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">15</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">12</span>))</span>
<span id="cb32-47"></span>
<span id="cb32-48">    im0 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> dz_lcz_da.sel(band<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'LCZ_Filter'</span>).plot(ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>], add_colorbar<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>, cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm)</span>
<span id="cb32-49">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"LCZ (Demuzere)"</span>)</span>
<span id="cb32-50"></span>
<span id="cb32-51">    im1 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_dz_pred_roi_da.plot(ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>], add_colorbar<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>, cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm)</span>
<span id="cb32-52">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Predicted LCZ (RF - GeoTessera (2018))"</span>)</span>
<span id="cb32-53">    im2 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_dz_pred_roi_da.plot(ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>], add_colorbar<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>, cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm)</span>
<span id="cb32-54">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Predicted LCZ (RF - AlphaEarth (2018))"</span>)</span>
<span id="cb32-55"></span>
<span id="cb32-56">    im3 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gc_lcz_da.sel(band<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'LCZ_PRIMARY'</span>).plot(ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>], add_colorbar<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>, cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm)</span>
<span id="cb32-57">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"LCZ (Geoclimate)"</span>)</span>
<span id="cb32-58"></span>
<span id="cb32-59">    im4 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_gc_pred_roi_da.plot(ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>], add_colorbar<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>, cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm)</span>
<span id="cb32-60">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Predicted LCZ (RF - GeoTessera (2024))"</span>)</span>
<span id="cb32-61"></span>
<span id="cb32-62">    im5 <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_gc_pred_roi_da.plot(ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>], add_colorbar<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>, cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm)</span>
<span id="cb32-63">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].set_title(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Predicted LCZ (RF - AlphaEarth (2024))"</span>)</span>
<span id="cb32-64"></span>
<span id="cb32-65">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Layout and Colorbar ---</span></span>
<span id="cb32-66">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_xlabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-67">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_ylabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-68">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_xlabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-69">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_ylabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-70">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].set_xlabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-71">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].set_ylabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-72">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_xlabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-73">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>].set_ylabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-74">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_xlabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-75">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>].set_ylabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-76">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].set_xlabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-77">    axes[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>][<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>].set_ylabel(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">''</span>)</span>
<span id="cb32-78">    fig.subplots_adjust(bottom<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.2</span>, top<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.9</span>)</span>
<span id="cb32-79"></span>
<span id="cb32-80">    cbar <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> fig.colorbar(im1, ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>axes.ravel().tolist(), orientation<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'horizontal'</span>,</span>
<span id="cb32-81">                        ticks<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>colorbar_ticks, shrink<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.8</span>, aspect<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">35</span>, pad<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.1</span>)</span>
<span id="cb32-82">    cbar.set_label(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'LCZ Class'</span>)</span>
<span id="cb32-83"></span>
<span id="cb32-84">    plt.show()</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-stdout">
<pre><code>Detected original LCZ data. Using custom LCZ colormap. 🗺️</code></pre>
</div>
<div class="cell-output cell-output-display">
<div>
<figure class="figure">
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<div id="f50e27e8" class="cell">
<details class="code-fold">
<summary>Code</summary>
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb34" style="background: #f1f3f5;"><pre class="sourceCode python code-with-copy"><code class="sourceCode python"><span id="cb34-1"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> folium</span>
<span id="cb34-2"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> numpy <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> np</span>
<span id="cb34-3"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> matplotlib</span>
<span id="cb34-4"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> matplotlib.pyplot <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> plt</span>
<span id="cb34-5"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> tempfile</span>
<span id="cb34-6"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> os</span>
<span id="cb34-7"><span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">from</span> folium.raster_layers <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">import</span> ImageOverlay</span>
<span id="cb34-8"></span>
<span id="cb34-9"><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">def</span> add_overlay_to_map(fmap, da, ax_title, cmap, norm, bounds, opacity<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.6</span>):</span>
<span id="cb34-10">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">"""</span></span>
<span id="cb34-11"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    Plots a DataArray as an image overlay on a folium map.</span></span>
<span id="cb34-12"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">    """</span></span>
<span id="cb34-13">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Plot to a temporary PNG file</span></span>
<span id="cb34-14">    <span class="cf" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">with</span> tempfile.NamedTemporaryFile(suffix<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'.png'</span>, delete<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>) <span class="im" style="color: #00769E;
background-color: null;
font-style: inherit;">as</span> tmpfile:</span>
<span id="cb34-15">        fig, ax <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> plt.subplots(figsize<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>(<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">6</span>))</span>
<span id="cb34-16">        <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Remove axis</span></span>
<span id="cb34-17">        ax.axis(<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'off'</span>)</span>
<span id="cb34-18">        <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Plot the data</span></span>
<span id="cb34-19">        im <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> da.plot.imshow(ax<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>ax, cmap<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>cmap, norm<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>norm, add_colorbar<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>)</span>
<span id="cb34-20">        plt.tight_layout(pad<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>)</span>
<span id="cb34-21">        plt.savefig(tmpfile.name, bbox_inches<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'tight'</span>, pad_inches<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, transparent<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>)</span>
<span id="cb34-22">        plt.close(fig)</span>
<span id="cb34-23">        img_path <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> tmpfile.name</span>
<span id="cb34-24"></span>
<span id="cb34-25">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Overlay on folium</span></span>
<span id="cb34-26">    img_overlay <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> folium.raster_layers.ImageOverlay(</span>
<span id="cb34-27">        name<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>ax_title,</span>
<span id="cb34-28">        image<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>img_path,</span>
<span id="cb34-29">        bounds<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>bounds,</span>
<span id="cb34-30">        opacity<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>opacity,</span>
<span id="cb34-31">        interactive<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">True</span>,</span>
<span id="cb34-32">        cross_origin<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">False</span>,</span>
<span id="cb34-33">        zindex<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>,</span>
<span id="cb34-34">    )</span>
<span id="cb34-35">    img_overlay.add_to(fmap)</span>
<span id="cb34-36"></span>
<span id="cb34-37">    <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Remove the temp file after folium loads it</span></span>
<span id="cb34-38">    os.remove(img_path)</span>
<span id="cb34-39"></span>
<span id="cb34-40"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Get bounds for folium (in lat/lon) ---</span></span>
<span id="cb34-41"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># We'll use the city.bbox for the Cambridge example</span></span>
<span id="cb34-42"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># bbox = [min_lon, min_lat, max_lon, max_lat]</span></span>
<span id="cb34-43">bbox <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> city_example.bbox  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># [min_lon, min_lat, max_lon, max_lat]</span></span>
<span id="cb34-44">bounds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [[bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>], bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>]], [bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>], bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]]]  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># [[south, west], [north, east]]</span></span>
<span id="cb34-45"></span>
<span id="cb34-46"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Center for the map</span></span>
<span id="cb34-47">center <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> [(bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">3</span>]) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, (bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>] <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span> bbox[<span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]) <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>]</span>
<span id="cb34-48"></span>
<span id="cb34-49"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Prepare the six DataArrays to overlay ---</span></span>
<span id="cb34-50"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Each should be 2D (y, x) and correspond to the correct region</span></span>
<span id="cb34-51"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 1. Demuzere LCZ</span></span>
<span id="cb34-52">dz_lcz_img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> dz_lcz_da.sel(band<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'LCZ_Filter'</span>)</span>
<span id="cb34-53"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 2. Predicted LCZ (RF - GeoTessera)</span></span>
<span id="cb34-54">gt_dz_pred_img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_dz_pred_roi_da</span>
<span id="cb34-55"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 3. Predicted LCZ (RF - AlphaEarth)</span></span>
<span id="cb34-56">ae_dz_pred_img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_dz_pred_roi_da</span>
<span id="cb34-57"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 4. Geoclimate LCZ</span></span>
<span id="cb34-58">gc_lcz_img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gc_lcz_da.sel(band<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'LCZ_PRIMARY'</span>)</span>
<span id="cb34-59"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 5. Predicted LCZ (RF - GeoTessera, Geoclimate)</span></span>
<span id="cb34-60">gt_gc_pred_img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> gt_gc_pred_roi_da</span>
<span id="cb34-61"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># 6. Predicted LCZ (RF - AlphaEarth, Geoclimate)</span></span>
<span id="cb34-62">ae_gc_pred_img <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> ae_gc_pred_roi_da</span>
<span id="cb34-63"></span>
<span id="cb34-64"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Create a folium map ---</span></span>
<span id="cb34-65">fmap <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> folium.Map(location<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span>center, zoom_start<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">13</span>, tiles<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'cartodbpositron'</span>)</span>
<span id="cb34-66"></span>
<span id="cb34-67"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># --- Overlay each plot ---</span></span>
<span id="cb34-68">add_overlay_to_map(fmap, dz_lcz_img, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"LCZ (Demuzere)"</span>, cmap, norm, bounds)</span>
<span id="cb34-69">add_overlay_to_map(fmap, gt_dz_pred_img, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Predicted LCZ (RF - GeoTessera, Demuzere)"</span>, cmap, norm, bounds)</span>
<span id="cb34-70">add_overlay_to_map(fmap, ae_dz_pred_img, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Predicted LCZ (RF - AlphaEarth, Demuzere)"</span>, cmap, norm, bounds)</span>
<span id="cb34-71">add_overlay_to_map(fmap, gc_lcz_img, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"LCZ (Geoclimate)"</span>, cmap, norm, bounds)</span>
<span id="cb34-72">add_overlay_to_map(fmap, gt_gc_pred_img, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Predicted LCZ (RF - GeoTessera, Geoclimate)"</span>, cmap, norm, bounds)</span>
<span id="cb34-73">add_overlay_to_map(fmap, ae_gc_pred_img, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Predicted LCZ (RF - AlphaEarth, Geoclimate)"</span>, cmap, norm, bounds)</span>
<span id="cb34-74"></span>
<span id="cb34-75"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Add layer control</span></span>
<span id="cb34-76">folium.LayerControl().add_to(fmap)</span>
<span id="cb34-77"></span>
<span id="cb34-78"><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Display the map in the notebook</span></span>
<span id="cb34-79">fmap</span></code></pre></div></div>
</details>
<div class="cell-output cell-output-display" data-execution_count="24">
<div style="width:100%;"><div style="position:relative;width:100%;height:0;padding-bottom:60%;"><span style="color:#565656">Make this Notebook Trusted to load map: File -&gt; Trust Notebook</span><iframe srcdoc="<!DOCTYPE html>
<html>
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                    center: [52.21093204200005, 0.13549618050004142],
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  &quot;zoomControl&quot;: true,
  &quot;preferCanvas&quot;: false,
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  &quot;minZoom&quot;: 0,
  &quot;maxZoom&quot;: 20,
  &quot;maxNativeZoom&quot;: 20,
  &quot;noWrap&quot;: false,
  &quot;attribution&quot;: &quot;\u0026copy; \u003ca href=\&quot;https://www.openstreetmap.org/copyright\&quot;\u003eOpenStreetMap\u003c/a\u003e contributors \u0026copy; \u003ca href=\&quot;https://carto.com/attributions\&quot;\u003eCARTO\u003c/a\u003e&quot;,
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  &quot;opacity&quot;: 1,
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LD/95LnA1D34tjvV6Mtv9HygXqMMWKvMzznxBtMN/Vf9cPhc2OZ5UPRnWXWgJHTpTtiqdujgkShuE8irPPKBwZlcwAKAMVAk6LdjXS8AANiMcHVHH08QRky4guUvJzBkReMYnCBkivo6tuGuy6cfc/0lJqnqRc0L38ReXXxpl6eeMo4AYIomW8GCNrx6PnhVnP10/Ilz8dBB4+2lzynXSAtjNX+IwsgG+uyuqVavin7ftg3pu4c+fOcE0s5XVBucmudUJ0O1d9/D24WsnYrft1/9RzIdKlgAI6D/ql+WjmPYyX29v3iXoplcUy2GDJmABQOUr14B42aHZXiMaQAAqJkKFq27cuZUqfvpDRoeU9zbY0twgHa6XsB05Ec3dDG24a6isuOV3Nfe6ACAoSqaldU0FSzomeNPLA6QBOpV9dQtlDXKgJUfIOmJxNjsv2/x73Sm8Z0JKtqWbnw+1s7iTQunBvebXQL9N8qABXSj6I1NXxaTtFP9Wx98W8GcxoLRDfSbU4QAADUTsAAAamaLkF4onFJ84uiXRRdnTicuVb5oM8AQ2B4cplIBq2hukdEN9MW6QwwCGABtU8GClhi/ADAdAhadcxFToE5G89AHAhYAdGWn6wXQFKcIAQBqpoJ1oOiajABVlem5u/WoCzbDWAlYDEbZvgqnBgHomoAFG8pfDsalYKA/zt10Wpd+0IMFAFAzFawDRaMC9GXRRztfscUW6NM1Hl9/wFbsMmaetUfFir5SwQKAHjMrcJhUsACg59aFLDsu/VMpYLkOIX3lBGG/jPEAwNmL67ek9ks+1vEnzhnVACOlgkXnyn7yEuwZo3X9WgIYDFOpgLVQmjyx/ntUEpiK/NiGeWOs4ACwXmMVrDYutlk2xM3fz0VAadNh+Np/X/W/d1udGsw7PPlX52lC6NDuyaMVvqJThWXeK7w3ULfJbRFuUlm70uA6oFPzIxaELVj63iB4UdXkAhYwp+FwVWbqfVHFIV+VgC7UGa6KApzwNm4CFtA7ZYdHVg1iq/rmjlDdAyoSsABqtnPP4m37z7e/DqA7x85fve74O0BeD6pXRjTAcN2uYB2GLHvCAADbsUUILciPWij6IGN2HGxvis8jl8npJwFrhTJbp1fOnGphJdCQB6b3ZgTQhiMBy/YgfaVPcByKTu9lUW0IZPbCQxEvrD8NaJr+dJQ+HTogqlPDpYIFjFrlN92i6l4PGt+BYRCwAFqQH91gbAOM27ErZ07pIwKAhkyx8Z6IY4f/IWQBANSj8y3Cqlc578MnAqGUqvrw9xfGpuhAQ18b3x0qG79j6+/CMk62AQBFOq9gDV1dIUs1DJZT8WPIVKumSQULoKyaBrM6QQjjp4IFsIl1IavErKz8yIZl9srdDeghFSwAgJodqWAVjeR/8NrjrS0GAPqgD31TLpMzbK1uEVYdyVDmfppgAcgb0ugGxqW1LUIBCACYCk3uPVE07sHoBgAYJk3uAAA1U8ECqFNNs7KAYVPBAgCoWWsVrD4ceR0S/Vd3uOYjAENjixCASTG6gTasDFiGjAIwBQuh66ZdF7ajgtVTxjYATFtRkcN09+HQ5A4AUDMVLHpFQzvcUaYvqKifCOieChYAQM1WVrCK9no1vgMArKaCBQBQMz1YHSgaupq94PIaAF04d/Nc10tghASsnigz6T67uhjCjG4AgP6xRQgAUDMVrJa5JuMdRjLA9uZHORjZAP0hYAGMxLK5WYLXOJjiPiwbB6z8H7CxDQAAR+nBAgComS3Chum5Aui33ZO7a+/TxSiHwx0jO0XDJGANXL5R3NgGgHHRezVMAhatmA+CQiAAYydg0TrjGQAYOwFrIFxKB6iqaHyD0Q3QrK0DVp17w0WVDU3iAMDQjKaClQ9iKj4AQFdGE7CA4fHBCBgrAaun8m80Zfsljt+Y/fvWvXt1LwkAKEnAGqnjN87e/u+2w5ZTgtBvGtyheS6VAwBQs1FWsPrSx9GHE5C2CumrPjw/pqpobEMRlS6orlcBq/DJfNOLMADT4vI4w9ergFUkfxHOMhfcXPbJuC+VLQBg3HofsOqyTbiqupWxyc+0XcLU+MDTb1PdHizaPvX6TBWTCVh9V9ebzWHP1fwpQgCgXQLWSLXV3G4kAwAsMqYBAKBmvalg2dIC6I+iXqSp9mVBFZ0ELGEKABiz3lSwysqPbShSNMrBKRAAqig6hOQ9hXX0YA2AsjwADMvgKlhTtGy4aplqHgDQPgFroLoIV0YyAEA5tggBAGqmggVAKUWjG/KKmr+1MzBFKlgj0tb0dgBgtVFWsMp+WlrWPA7A+JWpyEFVowxYbavrQs0AEBHx4LXHb//35dOPdbgSqhKwBqAwwL2w+Mkr3Sw3+G6TQHjlzKnS9wWgfg9ee1zIGiABi5WMZgCAzWlynxjbmQDQPBUsAGqzrKXBJb+YmsYD1vEbZ5v+EZU4QQjQnvyJPYGLsZtsBatolIPQxZDkBzra/oXlCl/fT7S/DqZjsgGrTkWTi4t4AwRgXtH7Qtn3FPpNwBoRAQ5gnObnYkWYjTUEThECANRMwIIBsoUA0G8CFgBAzfRgAdC6MhdaLhrlcO7mucJT4NA3Atac/JPW2AaGpGjb0MEHxshrM0MgYLVoVd+MN0IAGA89WD2RTlzSuAwAIyFgwUipigJ0R8ACAKiZgAUAULNGm9yP3zjb5MPDZNn+YwqmeFpQL+54qGABANTMmAYA6IiK1XgJWD1T5slmewgYO8FjtQevPd7o418+/Vijjz8FtggBAGomYAEA1Kxwi7BM6VH5EACg2ELAanpfFwDy9FwxNpNscp/ibBUAoD2TDFhDt+6TnlOGANAtTe4jlE5cUm4HgA4JWAAANROwAABqVqkHa/fkbsSN4l+7de/eNusBYAA2aUPQF8oU1d7kfvzG2bofEoAB0xPKFNkiBAComYA1UkryANAdc7BGqqgkL3QBUMb5q9ePfH3lzKmOVjJcKlgTIVwBUIb3i3oIWAAcoSkdtldpi3DVKAanCAGG6zBcCVmwndp7sA7DV1+C1vyFnXdP7rrQMwBsQP9VNZPaIhSuAIA2TCpgAQC0wZiGiSjbT+H0CMC0LbxfXFt+38unH2t2MQN2JGA9eO3xrtYBQAnLPiz5cEQX8rlB4LpDBQtgBJz6o2vC1VGNBayiUQ59OVkIwLDMV+iESYZgVBUspwQBxq/u7VCBjSaMKmABwKYENpqwccCyx7pa2Sdq1Sdgmcf35AboTtXA5rV7XFSwRih74SFPVFjl6YrPjwec1APKGU3A0n8FNK5iMEtlX2l3Kj089IKRDUcdO3/1etdroGaqVwDQrbsiIm6HrBPrv6HsMNLdk7uVFwXQmKrbg2zM8FOmbBBbhGW2/4oCnW1DJqFMYNA7BNCqQQSsvvLpDIC6FL2naPkYLgGrxwQ42Ez+zWhQz6GdrhdAHxn5MFwCVgea/otf9lPQoN58oILCv/cdrAPG5vCEYNm+7CkSsCZq8OHq6Uv6igA6NvVRDKsIWAxXXafBBDUmatVpb4eEYDtHAlaZraWmT+vlH8u4B4D2Hb72ln19H3xVnNJUrcrpfQXLpyiYU7VqN/99KnYAjet9wOqzJpvVfRqkMZuENGEMoBIBCximoqCo4A0RsaTl55lLxoG0aGXAMkdjPFTEGJUeX+4mlQl5+02vol1eXwZkf/Uv7756fd/zrdirZy0jp4IFMBBO/cFwCFhwWA3RbzRopSpHI+bENfTLyoBVVPbdO7l4P09sRmHVtlMX4UvwG5yphzzgjkFWsMoGuvz9lNAZpB73GwHDkJ7xOtK2QQasqpoekgqjUxTu6qyo5R9ftQ4YiUkFrCGpeoLTaR4GbYtqXVZQ2LZlxyQVPI92LxxM5n/Kk6ItAhYwWkWhq6qqYa1oDXsXdr3R0YkyYxioh4AF0AFvdDBuAhaUUXbrSg8RANFxwNJgDjOFPXcHT486t7kAaEfvK1hmbDF1870/whbAMHQWsPpSvaozwPXl9wSNMpcLNuJU+DT1voIFQDd8aByI3IeevQtK3X0gYAHkVB3JUFQR37uw5WKgZ47fOLtw26179zpYSb8d63oBAABjs7SCtXffw22uAzaTH4fQl76gBi/QrMGdPtAX1DM9eO1TvSrWyBZh1X17F2dmNA5e9Aq3mvYLbttpcC0AtK7XPVhGNMAdTV9XT4UMoD69DlhDUxQIVeEAqCKduGRLdsAErIHwJAOYnvkZWoW7Ovqle0vAAqjg/e9ZvO3Wo+2vg36rOmSU4TOmAQCgZrcrWMYyMGh9HdsAwCTVvkVYtqnbCUEma6frBQDQND1YDXKCkCEpMwbCKAeAcvRgAUAP2ekZNhWsgSg6iWJ0AzSjqFLX9KBXKNLHkDV/aZyiCz8zI2DRuMNwKBAyZPnQtd/JKqBfXIdwOQGL1lSZByOUAVPUx8oVm7nr8E1vN9ob0+AvDo3Lj22IMLoBVnAoB+pVewVLeAIApu5YhFAElJPOHf0HuGMKA7v1XJWnB4ve0n/Vf+mc2VhT4jm5Xj5ktdl+Q78IWABAKfmxDCpaywlY1M7V45mCnXsWb/NWAxwSsOgtw1WhGU4M1m8K/Vds5q6I+kp8JrrCtOi/AihWawWrbFATxLankjMM73/P0a9f+bpu1kHz9i5Im8AdtghhAMpUioxNgGbY/qMKAatB+fli+h4YmzpDne1GYEyOdb0AxsUJwjv2n+96BQB0RcACAKiZLUIGpWqFzPYTzGhVgHYIWFCD+e3AogGUEU4QAkxJJwGraJxD1dENRkPQN8t6r5quohU9vpOFsNzefQ/H2Wef7HoZjNRkKlhlgtiD1x4v/Xj5E4IADI8RDDRlMgGrbvN9DEVhq/BT0YkmVxSRnrkU2f0GkNKeLnrbPvCuo1+/4g3trwFgnbsun36s6zVQo/RMhSbwncWbTIoHmK66LqE3Zb2oYOmPGiYzr+COsxePNry5dA5MWy8CFv0yxupVUbO30Q1MgbEM0A0BC2pw8r13/vvmq7pbBzSpqGo9xg9kUIdeBCx7vYzJfNia94GC25pu0M5X6YY+tiHf4A5lOS1I23oRsPpik4b/TUY6QF9ku9VDli1V8lSvYDkBq6L5MHb2avuD6gpL9fc/VO0UIdQoP2h1WUWvLkVVLaMbgK4JWCMzPwer6im/+e/zCRVgXLTltEPAYqXDsFUUtIpuqzy6Yb/gtp1qD9U2fUF3LLtMEMDUCFgjodK0mv6h6bA9CPSBgEVtDB6Ffml6BlaZ57wPf0yVgAUd0qDN2C0LYYJXN/RftUfAgonJb5eW7Zvaz329c08dqwEYJwGrBlfOnDry9fmr1ztaCUX0XzWjKJg1PZKBcVC9akaZLeHL95af98h2BKyWdNGfVPWU3+H36akCgGoErAnZNDCt+5S5cOmJpwoef6fgG/c3WgYM0tmLR6sJexeUUmFKjnW9AACAsVHBgg01PVg0//hOFTI227Qf6N9iKAQs6LmqF2cuouGfoasczm4e/b7dk54MNEvAgglxKRuAdghYDeji9N2qawYO0k7XC6CKm69avK3p0Q22UJmislP6L582lqErAtbIGK0AAN0TsFhrYRzDEruvXuxpyB9VLytV+i6YhrPPPnnk67LPUaA9AhZsoOkThFBFPnDddqLddQB3mIMFDJb+K6CvVLCg5565cPTrsqHCiUGA7ghYDSg6tfHgtcc7WAl0L3+y0AWhoR1OEHZLwAJ6qWjkA0xRmZEMwlT/6MECGCEjW6BbKlhUUnX8AoxOyZOlZ99V8Jx5ciSDgYEFAhajV3QtP9fkY+yKruqgqgWrreqX3nQb1hZhCzS4w4wGd2CoHrz2+Ebv5ypYMDDGL4yE7UEYNQGrBavKiqpb7bM92J1VJwNVt5iadacDd096sWpT3e/HAlbH1u3pCmBMhbEMcNSqAGYsQ/8JWCzIN8JmFzXGAsAmNLkDANRMBYtR028FdxSNbsgzyoEx6qLdRsCid4rmVvVF0YWWP1By0CQMgflZsFpRWCvqibNF2GMa3KnTK1/X9QqAOmhwHwYVLFayxTYuVULW+99T/zoAxmJZ4BWwemKbatV8SV8pf9yMMoBpUa0aLgFrZJY1sRYFr8L7Pi2gMQw793S9goh44KGIJwtuf7jgeTQ/ub3o14FREbDonaJtyb42vmtwpxKXyYFGnL96/fZ/XzlzqsOVCFiDV+bY9ZS03TOWP1UocDHG6pTxDgzRfNjKorn3yitLbneKkNHQkA9AX6hgwQgZyQCrHV7nzwWVaYqAtYX58uOmDsvpTojQd0VhzeiGDem56q3DoNXFa/Hle1f/TLMQh03A6timTyA9VwDT4AP4sAlYE1E6mD2Qu5+xDbAZ1SogBCwGIt/A3texDQB0aL5I0HGBQMDqgOPM23NiEPplyBeJthU3Uodhq+Ggle/HPvx7L2BBjeq+lM3J99b7eAC0Q8AqqU/TYZmOvl57cOeeiP3nu14FQH8JWBVsM54BxqLKtQCFMmAqBKyByfc0GNvAFPTiws4AGxCwWC0/tiGi85MZ0Jmi5wNAAdciBChDuILeu3L3tbhy97WulxERKliwFT1FsFz2wkODGdXAuMyHrPMt/+zD1h0Bi83YHpw8M8jYRJU+UaGMMRCwoKI+V6/KXIy56CLOpR5HwzkDZ7AobRCwOjD/ic4nNaZk1WnAPgdWgE0JWB0zZgFmjGIAxkTAYjNlT1Lp1QKgY10OBjemAQCgZipYjFY61+zjl2kkB6A721w7eNvql4AFQK+s6k11MIihELBKmn9Sa0ynK5VHK2xxP+iTVa+/21QroG4CVgXLPkEJXkxVme1YA0qBKdHkDgBQMxUsmpEf52BsAwATImDRjrLzs8oS2ABoUL6nb9NThQIWVFTUcK5xHIAIPVgAALVTwYIBUzFjqoxkoO8ErBoVjW8wuoEpGP0Ihrp7CIHRs0VYwoPXHu96CVBqyGjTdu7pegWgesUwCFgMjxOEAPScLUI6U/WaYlnBdo3rk8EKZT+U2AqF2ghYAABrbDoXS8CCmjR9os+JQZgpemPTl0Xf6MECAKiZClbDVvUGGeEAAOMkYHXodvjaX/y17H7hCwCGyhYhAEDNVLAYHCMZYIVt5sQ9fcmoBqiJgAUVONHHaK0JaHsX1l8X6eyzT9a1GuitdSdXBSw6MdUqVJeXmtl/vrufDUXKvg7kDwQVfd/leKyWNUFdBKwSLp++88St/bqE+/U+HCxzGO42CVquPQhQjYC1ofmwNa/u4JWeOfoJzalCgGnb9n1m2fsXzRCwAOblm7xdXJyRmA9owlbzjGkACtkePOBUHVCBChadKDPFfqqN8MAdrngxU3v/L40TsAZA/1X/vPJ1i7cZ3QAz8x+OBCSmSsCCBtlmY0zKzMDKOwxbRUHrkf1s/ffvpFI/p6jCo8+ILglYMDFCH0DzBKyO2f4DmJbjN85u/D27Jxe/59zNc3Ush4YIWCNTpjFcTwTAtJVpmrfFuh0BqwZ9Od0xtlN3RUGwr79HDe70Qg9mdqmqwIyABTAWy2Z29SB4tU31ha4JWFCDw7EN85UszeSMzdlnn1x7nyzWX5gZpkDAghoVzcdaJ9v85DuU13H1KnvhoUgnLhUGrUdKfH9+lMM7S45tgK65VA4AtKTKCUKGSQWrBtvs9aeWG+SdIASoXxfBaffkYvl71Tau7dp2CVgTU/QEE7qAtpWZ4k69Nn6tv3p94aYrZ07VtJrxs0XYob6Md6A7+q8AxkkFC2DMlo1uKDLBcQ7QFAELNlS2zF6m3yGtmcmowtWyTcLIGDX0+y98ztx/4ciXZZ4vthUZEgELemxVABO+mBojGhgSAQsADhT1xhZV4Pbue7iN5TBgAlaHisY7aHxn6Pafb/bxbz26vnR39qLr4VEPp6ypSsDC6AZGZ+9CwXwgoQu2dv5gdINxDesJWBTKh64uAld6Jhf8dlpfAj1TpnoFTbM9eCdoFakavlY95jp9DHzmYMEAaXAH6DcVLFjBVil0x4WeKaOP1asIAQsGad38rCKqXgzdRnOwTn97cwvpqVXXIaR9AhZMxGEoK1OVKzP0sSiwNX2CEMr4qjeWC1dlRzLklQ0yZZ5HRRdsHrK+VpO6IGD1TNHohjyjHJiCk+9dvO0jj7a/DqiiTLjahmpV/wlYI2bOVneafnFlc/nRDcY2AE0SsCilVGDYr/mH7tT8eAA0aptRC3X+zD5sVQpYAMCo5HdryrTf1E3AmhDbg+0papTtw7ahsRMMSX4sw0anCKFjAhYAg/DOnVQqZP3Y295a6rGgSQIWsKCvFTiYgsMTgi7JM2wC1gAt20u2BchQFY1kKPKSc4sn/z6yO645QnDIKIZhE7BGZF0TX+NjG3aW3L5f34+AKkqNZHiguD+tauVOv9vw9OHPTKgaDwGL5u10vQAAaNexrhcAADA2KlhwoOntgbquAUh7/Hk0w/9XpkDAgp7rw4k+b4j0RdXxCmZo0TYBCwam8bDz9OLj1/nWVPbEILTtW565uHDbO+6/0OjPPHfz6AGMLLpvtKceAhYwaPnRDcY2AH0gYE1c46MbYCBsgwJ1cooQAKBmKlhwwEDJ7ew/3/UKAGYWXpevXl+4z5Uzpxpdg4AFPTL/omDLariEbkDAgp5a9ibdh7ENMDRVxztAVQIWTEnBCIaxK3UdQqZnv9zdikY3lJEVjHfwQWhaNLkDQMOEq+lRwWJB0eiGPKMchifrwXioNoaMVq1Y6Ztqh6BBHzTd4B4hYNGyMuFtHeEOgL4TsBicTUKaMAZAFwQsgAdsD7alr6dgH6n1ipsgYMFo9aHnCupUa5/c/Ue/TM+UG+PQZBDTBzguAhZQicntUJ7wND0CFjBYr3hD1ysAKCZgUUlRo3m+ofzwPhrNAZgaAYvG1TGaAZg2W2wMjUnuAFCCk4ZsQgUL2JgGd+qkOsUYCViwhT68MTQ9Q2jvwuK8h+NPdH8BZQ3u1Cm7v8xzefkFnB/ZV93iKAGLWmhkn5Zbjx4NXX0IXNCld+4cnaP1jh58+KJberAAAGqmgkUtnBTsF1PcoTt9aB2geypYAAA1U8Fi1MoMRAVgvK6cOdXJz1XBAgComQoWkzKV6lXKHeor25NVNJIBgM0JWMDW8mMbIopHN9x8VfH3n3xv3SsC6JaABXQuH7x27mnwhz3ghBfQPD1YAAA1U8FiUuZPFU6lH2toGq1eAbREwGKyDsPWNkErfx1AAwYBiLBFCABQOxUsmID82IZlDGlgbPJV5rLKVqMP71f15zBeAhbQiLKjG2AMtAeQJ2ABw2TcAtBjerCA4RGugJ5TwYIB0/cBsNr5q9ePfN3WxZ9VsAAAaiZgAQDUzBYhAOQUbb87KcgmBCygNUY3AFMhYAGdWghdzz7ZzUIYHYdA6JIeLACAmqlgAQCT8eC1x0vdb77nrspoBwELAGCF/CytVQ7DmIDFpJX9JFNWvufDqSOAaRKwgNvO3Tx6om/35OKpPwDWE7CAzuQDXUREnFi8SSUQGBqnCAEAaiZgAQDMqaNqbosQ6DXbg0Cd2npNEbCYtMunH1u4rcqMlAhTo2HMBH3KOhzpIGBBTbwAQ7+sek76QETTBCyoYCphqvCUXxjfwPDNP4fNr6MJAhawsfngVTZsLQtr87yxwfYExn4QsABgxNKJS6U+CJ199skWVjMdAhYAMCjreuj6ULUzBwsAGJV04lLnBxkELACAmo1yi3B+jlHRnCPom7E3pZZpcAeoU9evo6MMWPPWDY3MXn5x7WOk5y5EhLAGMEZdvxE3zViVbow+YK1SJlzNUxmDRUXVqfwL+tjfwKAre/c9vHDbbizeRvsmHbAAgJmisFbEOIdyBCzoWNcnXQA2kQ9iTQeuob5GClgAwOgUBbM22xUELJiz7FBEXU/KoX4SA2AzgwtY51883fUSoHFdf/ICYDsGja5xOKIBAKCsQVWw+lS9Wjdfq4jRDsPUh8pRH9awiTJNr9sMVx37YFYoUvaU35gMua1CBQsAoGaDqmABDPkTLVTV5+pV0drM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&quot;,
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&quot;,
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&quot;,
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</div>
</div>
</section>
<section id="objectives" class="level2">
<h2 class="anchored" data-anchor-id="objectives">Objectives</h2>
<section id="last-week" class="level3">
<h3 class="anchored" data-anchor-id="last-week">Last Week</h3>
<ul>
<li><del>Fix the rasterisation bug from Geoclimate using the projection of the FM embeddings (AlphaEarth or TESSERA)</del>
<ul>
<li><del>Test the pixel classifier with the Geoclimate labels</del></li>
</ul></li>
<li><del>Test other cities with the pixel classifier</del></li>
<li><del>Experiment with other models or try with cross validation to improve the performance</del></li>
</ul>
</section>
<section id="this-week" class="level3">
<h3 class="anchored" data-anchor-id="this-week">This Week</h3>
<ul>
<li>Start preparing the talk for PROPL25 and Imperial College talk</li>
<li>Add customised plots to Wandb dashboard</li>
</ul>


</section>
</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>quarto</category>
  <guid>https://ancazugo.github.io/posts/2025-09-21-weekly-notes.html</guid>
  <pubDate>Sun, 21 Sep 2025 00:00:00 GMT</pubDate>
</item>
<item>
  <title>2025-09-14 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-09-14-weekly-notes.html</link>
  <description><![CDATA[ 





<section id="intro" class="level2">
<h2 class="anchored" data-anchor-id="intro">Intro</h2>
<p>As mentioned in previous posts, for the second big project of my PhD I want to use Geo Foundation Models (GeoFMs) to (re)classify urban areas into Local Climate Zones (LCZs). I’ve been working on this for the last two weeks and I’ve made some progress.</p>
</section>
<section id="lcz-classification" class="level2">
<h2 class="anchored" data-anchor-id="lcz-classification">LCZ Classification</h2>
<section id="geoclimate" class="level3">
<h3 class="anchored" data-anchor-id="geoclimate">Geoclimate</h3>
<p>The running of Geoclimate has caused some issues with <code>/tmp</code> directory being full and usage of memory in kinabalu, for which I har to reduce the number of parallel operations from 8 to 2. This has taken way longer than expected for such a small number of cities (515). I’m only missing around 15 of the largest cities in the world, mostly located in Asia. However, with some early inspection of the output of Geoclimate, I found several problems with the classification of grids, likely due to lack of details in OSM data to obtain fabric and building height, which the algorithm uses to determine, for instance, between a high-rise and low-rise area. I haven’t inspected all the outputs yet but I suspect that this problem will be more common in Asia, Africa and Latin America. Moreover, the output of the model is a vector file that needs to be rasterised but I stumbled upon a bug with rasterio that I’m trying to fix. Essentially when rasterising, it is not picking the value of the classification and it is creating a 2D array of 0s.</p>
</section>
<section id="global-lcz-map" class="level3">
<h3 class="anchored" data-anchor-id="global-lcz-map">Global LCZ Map</h3>
<p>Due to the setback with Geoclimate, I decided to use the Global LCZ Map from Demuzere et al., 2022, which is a raster file with the LCZ classification for the entire world for 2018. However, instead of accessing the whole raster from memory, I decided to rely on <code>GEE</code> and the xarray extension for it called <code>xee</code>. This allows me to access the raster as an xarray object and manipulate the multiple dimensions as one would normally do it with a tif or netcdf file. In addition, it can be optimised using <code>Dask</code>, which is a library for parallel computing with arrays.</p>
</section>
<section id="project-structure" class="level3">
<h3 class="anchored" data-anchor-id="project-structure">Project Structure</h3>
<p>Because I was dealing with multiple datasets, I decied to spend a good chunk of time on standardising the data structures for the different GeoFMs and the LCZ datasets. The basis of the project is a <code>City</code> object that contains the basic information from the ´GUPPD´ dataset, plus the bounding box in <em>EPSG:4326</em> and the Koppen-Geiger Climate Zone. It will also automatically calculate the coordinates of the bounding box in UTM for the given object, which is essential for <code>xee</code> and useful for aligning the LCZ labels with the GeoFM embeddings.</p>
<p>Then there is a superclass called GeoFM that is the basis for the GeoTessera and the AlphaEarth classes. These classes contain the methods to download the tiles for the embeddings that overlap the bounding box of the city. All these processes are done while handling the data as <code>xarray.DataArray</code> objects, which I found to be easier to work with than as regular <code>numpy.ndarrays</code>, due to the spatial capabilities of the library (particularly <code>rioxarray</code>). Combining it with dask allows for chunking the data and understanding the data structure (see image below), which could come in handy if time was a variable (e.g.&nbsp;using embeddings from different years).</p>
<p>In the case of GeoTessera, the <code>geotessera</code> library downloads the tiles in tif format, but I decided to clip them using the bounding box from the City object. Initially, I thought it was easy to implement the clipping method but it was not as intuitive as the arrays cannot be concatenated but merged. Merging takes longer but it handles the correct positioning of the tiles, while keeping the dimensions of the array. I am also experimenting with writing the embeddings as <code>zarr</code> files which is a new format for raster data that is supposed to be more efficient for cloud-based datasets; it definitely uses less space than regular tifs and they load faster using <code>xarray</code>/<code>dask</code>. However, this clipping step is the longest part of the process and it depends on the size of the arrays, so I would expect bigger cities like London or Tokyo to take up to an hour to process.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-09-14-week-2.png" class="img-fluid figure-img"></p>
<figcaption>Array structure of the GeoTessera embeddings for Cambridge</figcaption>
</figure>
</div>
</section>
<section id="pixel-classifier" class="level3">
<h3 class="anchored" data-anchor-id="pixel-classifier">Pixel Classifier</h3>
<p>Finally, as Anil suggested I implemented a pixel classifier, based on the geotessera-interactive tutorials. But this time is using xarray methods to sample the pixels from a given city to keep the classes balanced. The <code>PixelClassifier</code> object receives an <code>sklearn</code> classifier as an attribute and fits the model as one would normally do it. As of now, I have only tested with Random Forest and K-Nearest Neighbours, but it looks promising.</p>
<p>There are 17 classes in total, but the cities that I have worked with (Cambridge and Bogotá) don’t have all of them. Initially what I did was to re-classify the pixels in Built-up (LCZ1-10) vs Natural (LCZ11-17) areas, and it worked pretty well, particularly because the resolution of the GeoFM embeddings is 10x10 m and the LCZs are 100x100 m, so I get more detail in the predictions. I also tried with 3, 4, and 5 classes and both GeoTessera and AlphaEarth worked pretty well. However, it is worth noting that AlphaEarth was trained with many of the datasets that were used to create the LCZ from Demuzere et al., 2022. The image below shows the comparison in the classification of all LCZs for Cambridge in 2018 using GeoTessera (acc=0.59) and AlphaEarth (acc=0.8) using a Random Forest model with 2000 points for training.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-09-14-week.png" class="img-fluid figure-img"></p>
<figcaption>Comparison of the LCZ classification for Cambridge in 2018 using GeoTessera and AlphaEarth</figcaption>
</figure>
</div>
</section>
</section>
<section id="objectives" class="level2">
<h2 class="anchored" data-anchor-id="objectives">Objectives</h2>
<section id="past-weeks" class="level3">
<h3 class="anchored" data-anchor-id="past-weeks">Past Weeks</h3>
<ul>
<li><del>Figure out what the most efficient way to get the embeddings from TESSERA is</del></li>
<li><del>Resample the embeddings to the same resolution as the LCZ classification from Geoclimate (100x100m)</del></li>
<li><del>Define the model to be used for the classification</del></li>
</ul>
</section>
<section id="this-week" class="level3">
<h3 class="anchored" data-anchor-id="this-week">This Week</h3>
<ul>
<li>Fix the rasterisation bug from Geoclimate using the projection of the FM embeddings (AlphaEarth or TESSERA)
<ul>
<li>Test the pixel classifier with the Geoclimate labels</li>
</ul></li>
<li>Test other cities with the pixel classifier</li>
<li>Experiment with other models or try with cross validation to improve the performance</li>
<li>Start preparing the talk for PROPL25</li>
<li>Start designing the classes for CNN-based models(?)</li>
</ul>


</section>
</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <guid>https://ancazugo.github.io/posts/2025-09-14-weekly-notes.html</guid>
  <pubDate>Sun, 14 Sep 2025 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-09-14-week.png" medium="image" type="image/png" height="66" width="144"/>
</item>
<item>
  <title>2025-08-24 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-08-24-weekly-notes.html</link>
  <description><![CDATA[ 





<section id="intro" class="level2">
<h2 class="anchored" data-anchor-id="intro">Intro</h2>
<p>This is officially the first post in the new website, meaning that this is the first one written in Quarto Markdown format and not plain Markdown. I’ll make use of the advantages of this new website and organise the posts accordingly with headers that can be accessed from the right side of the window (desktop).</p>
</section>
<section id="lcz-classification" class="level2">
<h2 class="anchored" data-anchor-id="lcz-classification">LCZ Classification</h2>
<section id="geoclimate" class="level3">
<h3 class="anchored" data-anchor-id="geoclimate">Geoclimate</h3>
<p>So, most of last week was spent working on getting the data for Local Climate Zones for cities. As said in the previous post, I used the GUPPD dataset from NASA to access the geometries of urban areas around the world. However, as I quickly realised when testing it for London, running Geoclimate for a whole city takes some time (15 hours to be precise). This is mostly a result of Geoclimate querying OSM data for a limited size for a given location, which meant that I had to tile the boundaries of cities to less than 1000 km<sup>2</sup> (15 tiles in London). This is variable for each city and due to the CRS of the OSM, I decided to tile in unprojected coordinates so each tiles is 0.25x0.25 degrees, ensuring that even in the equator (looking at you Bogotá!!) the tiles do not surpass the 1000 km<sup>2</sup> limit.</p>
<p>The second problem I encounter was that GUPPD has &gt;300k cities, which is a lot and given the time it takes to calculate LCZs with Geoclimate, I decided to trim the dataset to cities with only more than 1M inhabitants, which resulted in only 515 cities. This is still a lot of cities to process, but it is manageable.</p>
<p>So, I left the script working for the whole long weekend expecting to find all the LCZs for major cities, but I found that some cities did not have any results and it took me a while to find out why because Geoclimate is written in Java but I am excuting it as a subprocess in Python, so I couldn’t see the error messages. With the help of Gemini, I found that my allocated <code>/temp</code> directory was full and Geoclimate couldn’t create the spatial databases based on OSM features. Now, that is sorted and it is running in parallel to speed up the process.</p>
</section>
<section id="eo-foundation-models" class="level3">
<h3 class="anchored" data-anchor-id="eo-foundation-models">EO Foundation Models</h3>
<p>In parallel to Geoclimate, I started getting the data for the predictors in this project. Earlier this year I had used the AlphaEarth model from Google to make some PCAs of London using their v2 of the embeddings. I had used XEE to convert directly in Python the ImagCollections to Numpy Arrays for easier processing in DL models. So I resumed that and based on the boundaries from GUPPD, I created a script to download only the embeddings matching the areas covered by the LCZ classes from Geoclimate. I decided on this approach instead of downloading all the tiles from Google Earth Engine because I didn’t want to use pixels from non-urbanised areas, which is most of the world. In addition to this, I tried to do something similar using the embeddings from TESSERA, where I only request those that match the boundaries from the Geoclimate classification, but I found some bugs in the Python API. Then I realised that it’s better to use the development version of TESSERA, instead of the one in PyPi. But, I’m still working on that.</p>
</section>
</section>
<section id="weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="weekly-objectives">Weekly Objectives</h2>
<ul>
<li>Rasterise and co-register the LCZ classification from Geoclimate using the projection of the FM embeddings (AlphaEarth or TESSERA)</li>
<li>Figure out what the most efficient way to get the embeddings from TESSERA is</li>
<li>Resample the embeddings to the same resolution as the LCZ classification from Geoclimate (100x100m)</li>
<li>Define the model to be used for the classification</li>
</ul>
</section>
<section id="visualization" class="level2">
<h2 class="anchored" data-anchor-id="visualization">Visualization</h2>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-08-24-week.png" class="img-fluid figure-img"></p>
<figcaption>Comparison of the LCZ classification from Geoclimate and the only global map available in GEE (WUDAPT) for Bogotá (same colour palette for both)</figcaption>
</figure>
</div>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <guid>https://ancazugo.github.io/posts/2025-08-24-weekly-notes.html</guid>
  <pubDate>Sun, 24 Aug 2025 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-08-24-week.png" medium="image" type="image/png" height="77" width="144"/>
</item>
<item>
  <title>2025-08-17 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-08-17-weekly-notes.html</link>
  <description><![CDATA[ 





<section id="intro" class="level2">
<h2 class="anchored" data-anchor-id="intro">Intro</h2>
<p>Lot of things have happened in the last week: I had my first batch of summer school lectures where I talked about data visualisation and urban planning to undergraduate students from Chinese universities. Overall the feedback was good and I got to present my work in the urban planning session.</p>
</section>
<section id="website" class="level2">
<h2 class="anchored" data-anchor-id="website">Website</h2>
<p>In addition to this, as you can probably see, I spent more time than expected on the new website. This change was something that I had planned months ago and decided to do it over the summer. I switched from Jekyll to Quarto because that would allow me to use Jupyter notebooks or R Markdown notebooks on my posts. In addition, I have more options when it comes to pagination of the posts and filtering, so people can find more easily different posts. The whole design is not even close to being done as it is currently using one of the default Bootstrap themes, so it will change in the coming weeks.</p>
<p>More sections will also appear to highlight academic content like papers and talks and services for possible consulting opportunities. If someone who reads this and has some comments, please do so below!!!! That will create a pull request on the repo and I can see it more clearly, which is super cool. Also, by doing this I learned something about Continuous Integration (CI) and Deployment with GitHub Actions, which also comes in handy for other stuff. Another key change is that the feed is now RSS, instead of Atom, which I’m not sure if it’s going to crash with Recoillama in the Matrix, but if it does I may have found a workaround using CI and a small Python script.</p>
<p>Kudos to <a href="https://mickael.canouil.fr/">Mickaël Canouil</a> and <a href="https://silviacanelon.com/">Silvia Canelón</a> for being inspiration on the structure of the new website. They were more useful than any agentic tool because none of them structured the website as I was looking for. I spent a good chunk of time prompting on the editor with different models using the old website as reference but they struggled to sort the files and create the right YAML headers for the different sections. They also created CSS files that I had explicitly asked not to create and messed up the default design. Safe to say that agentic tools are cool and can be useful for certain things but in this case they made me spend more time on finding errors and then doing it from scratch myself.</p>
</section>
<section id="project" class="level2">
<h2 class="anchored" data-anchor-id="project">3-30-300 Project</h2>
<p>When it comes to the project, I finally gave it a name (plus some other candidates) and created the Zenodo repo (private for now) for the aggregated data to be accessed because there will be a collaboration with other postgraduate students from Epidemiological MRC in Cambridge. I have also updated the <a href="https://ancazugo.github.io/3-30-300-analysis/">documentation</a> of the project on GitHub to include the Carto dashboards, so people can navigate there instead of going to weird links that might go down in the future.</p>
</section>
<section id="lcz-classification-with-fm" class="level2">
<h2 class="anchored" data-anchor-id="lcz-classification-with-fm">LCZ classification with FM</h2>
<p>I set up Geoclimate to work on Python, but the only problem is that it is only capable of getting the local climate zones classification of small areas (like one London borough at a time) due to restrictions in processing OSM data. I initially wanted to use FAO’s GAUL political boundaries to access data from different cities, but I had to change it to a dataset that only had the boundaries of urban areas, for which there were a couple of options but I decided to go with the <a href="https://catalog.data.gov/dataset/global-urban-polygons-and-points-dataset-guppd-version-1">Global Urban Polygons and Points Dataset (GUPPD)</a> by NASA that has the largest coverage and doesn’t clip natural areas that are inside cities. This is crucial because natural areas are one of the categories in LCZ classification. With this, what I have to do is get the bounding box of the urban areas and create 1000 km^2 grids inside it to calculate LCZ and then merge them and rasterise them. After that, the next step is to co-register the rasterisation of the LCZ classification from Geoclimate, with the embeddings from TESSERA (or other FM like AlphaEarth) and the global LCZ map, which should facilitate the future steps of the project.</p>
</section>
<section id="past-weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="past-weekly-objectives">Past Weekly Objectives</h2>
<ul>
<li><del>Design UI for Earth Engine App of aggregated data</del></li>
<li><del>Actually put a good name on the paper</del>
<ul>
<li><del>Prepare cover letter for submission</del></li>
</ul></li>
<li><del>LCZ classification</del>
<ul>
<li><del>Create script to run Geoclimate from python (no java)</del></li>
<li><del>Delineate cities using boundaries or bbox from GAUL</del></li>
</ul></li>
<li><del>Prepare summer schools batch 2</del></li>
</ul>
</section>
<section id="weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="weekly-objectives">Weekly Objectives</h2>
<ul>
<li>Prepare the cover letter for submission</li>
<li>Clean up the repo documentation</li>
<li>Coregister the LCZ classification with EO embeddings/Global LCZ map</li>
</ul>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>quarto</category>
  <guid>https://ancazugo.github.io/posts/2025-08-17-weekly-notes.html</guid>
  <pubDate>Sun, 17 Aug 2025 00:00:00 GMT</pubDate>
</item>
<item>
  <title>2025-08-10 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-08-10-weekly-notes.html</link>
  <description><![CDATA[ 





<p>So last week I updated the results with the spatial error models and worked on the supplementary material of the paper mostly. The app to visualise all the trees is done (see below). Building it was surprisingly easier than it looked. Just let Sedona partition the data and upload that to a Google Cloud bucket, then create a table that CARTO can read and make the connection between the two. With this I realised that it is impossible to upload the tree partitions to Zenodo because there is a restriction to the number fo files, even though the 183 million trees only take 6 GB as parquet files (highly recommended format for those that still use .shp or .gpkg). Big plus from this that I actually got to play around with GCP.</p>
<p>Going back to the app, it is possible to count the trees in the viewport, in a selection area by the user and see the distribution of crown areas and heights. In order for it to perform well and load more-or-less fast, trees had to be simplified to points, but the radius encodes the crown size and the colours do it for the height.</p>
<p>On the other hand, I met with <a href="https://digitalflapjack.com/">Michael</a> and Finley to discuss some ideas on how to take my data or some derivate of it to a physical form with 3D printers. Always a nice visit to the makespace lab. I also played with rayshader in R a bit to see what 3D modesl can be made out of sf objects in R, but they aren’t as good, plus they rely on colour, so not ideal for 3D printing.</p>
<p>Finally, I started the work on using TESSERA for my project. As explained in previous posts, I have the idea to use it to test LCZ classification scheme that dominates the urban science landscapet. For that, I need labels of the actual land use in cities. Currently, there are three main sources: (i), community data from <a href="https://digitalflapjack.com/">WUDAPT</a>, (ii) the <a href="https://essd.copernicus.org/articles/14/3835/2022/">2022 paper</a> that uses multiple satellite products (similar to those used by Google’s AlphaEarth model) and, (iii) <a href="https://geoclimate.readthedocs.io/en/latest/index.html">Geoclimate</a>, which I actually discovered in EGU24 last year. It uses OpenStreetMap to define LCZ classifications at different scales. So, I’ve been setting it up and already got classification for London and other cities. The biggest obstacle is the coregistration of pixels from this tool and the embeddings from any FM model, so that’s the next problem to solve.</p>
<p>Summer school season started and I’ve been preparing lectures to undergraduate and high school students from all over the world about my PhD project, AI and urban planning. It’s always nice to talk to people unfamiliar with your project and get good feedback from a younger audience (which makes me feel super old 👴).</p>
<section id="past-weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="past-weekly-objectives">Past Weekly Objectives</h2>
<ul>
<li><del>Move the trees dataset to an CARTO App</del></li>
<li><del>Make the corrections to the manuscript</del>
<ul>
<li><del>Update methods and results</del></li>
</ul></li>
<li>Design UI for Earth Engine App of aggregated data</li>
<li><del>Start working with TESSERA</del></li>
<li><del>Prepare content for summer schools</del></li>
</ul>
</section>
<section id="weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="weekly-objectives">Weekly Objectives</h2>
<ul>
<li>Design UI for Earth Engine App of aggregated data</li>
<li>Actually put a good name on the paper
<ul>
<li>Prepare cover letter for submission</li>
</ul></li>
<li>LCZ classification
<ul>
<li>Create script to run Geoclimate from python (no java)</li>
<li>Delineate cities using boundaries or bbox from GAUL</li>
</ul></li>
<li>Prepare summer schools batch 2</li>
</ul>
</section>
<section id="interactive-version" class="level2">
<h2 class="anchored" data-anchor-id="interactive-version">Interactive Version</h2>
<iframe src="https://pinea.app.carto.com/map/9096a989-bb01-40b7-bc1b-d5b79ccf5120" width="100%" height="500px">
</iframe>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>carto</category>
  <category>map</category>
  <category>dataviz</category>
  <guid>https://ancazugo.github.io/posts/2025-08-10-weekly-notes.html</guid>
  <pubDate>Sun, 10 Aug 2025 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-08-10-week.png" medium="image" type="image/png" height="94" width="144"/>
</item>
<item>
  <title>2025-08-03 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-08-03-weekly-notes.html</link>
  <description><![CDATA[ 





<p>After a week of slow progress in the project with nothing worth highlighting, hence the two week-hiatus in the blog, last week I made a lot of progress on the paper, with Ronita and Anil’s corrections:</p>
<p>First and probably most importantly, I felt that the paper was missing some actual statistical tests that could validate my results. Plots look good on paper but without actual support from stats, they can be misleading from my point of view. For this reason I added three spatial error models to demonstrate the usefulness of the remote sensing-derived metrics in explaining inequality. This kind of models accounts for spatial correlation. This change led to a new section in the paper’s methods and results sections and more discussion content that I’m finalising this week.</p>
<p>Furthermore, with the errors in the tree count functions now corrected, I re did all the plots in the paper for better accuracy, even though visually they don’t change that much. In addition to this, some of the choropleth maps I’ve shown here in the blog have been redesigned to include barplots/histograms as legends, partially inspired by posts on LinkedIn where I’ve seen this more commonly used. <a href="https://www.andrewheiss.com/blog/2025/02/19/ggplot-histogram-legend/">This blogpost</a> helped me come up with a way to do it in R. Also, this was also motivated by the book <a href="https://www.amazon.co.uk/How-Maps-Third-Mark-Monmonier/dp/022643592X"><em>How to Lie with Maps</em></a> by Mark Monmonier that I recently finished. It’s a good resource on cartography for newbies, especially about theory and history of maps, but it lacks on the current trends and tools for map making.</p>
<p>Finally, following the FAIR principles, in addition to making the code available and writing proper documentation (see the brand new <a href="https://ancazugo.github.io/3-30-300-analysis/">code’s repo</a>), I aimed at creating two ways of making my results accessible via web apps: (1) one depicting the aggregated results for each LSOA in England and the other showing the tree segmentation results. I had done small attempts in the past months using CARTO for [aggregated data] (2025-03-23-weekly-notes.html) and <a href="2025-03-09-weekly-notes.html">tree locations</a>. I wanted to build one with Google Earth Engine Apps but there are downsides in user friendliness and scalability. GEE only receives shapefiles as input which is fine for the aggregated data because it’s actually not that big once geometries are simplified, but the trees are not so easy; they are almost 200M polygons, and saving all of them into multiple shapefiles (even after simplifying geometries to points) would create massive files that then need to be imported into GEE as separate layers. For now, I created a map using CARTO again for the aggregated data for a summer school activity with kids (see below), but my goal is to move it to GEE so I can display the spectral indices in the same place more easily. In regards to tree segmentation, I will likely stick to CARTO using partitioned parquet files, but I am tempted to create vector tilesets using tools like <a href="https://github.com/felt/tippecanoe?tab=readme-ov-file">Tippecanoe</a>, however, I’ve never done that before so we’ll see what the better option is.</p>
<p>Finally, and totally unrelated, over the last couple of weeks, I’ve come across the Rust programming language several times, either in conversations with friends or by reading online about projects written in Rust (like <a href="https://docs.astral.sh/uv/">uv</a> or <a href="https://pola.rs/">Polars</a>), that left me wondering if it’s worth adding it to my toolbox as a low-level language. As a non-CS person, I’ve barely played around with C/C++ and although I don’t consider myself a bad programmer, I don’t think I have the proper theoretical foundation to experiment with tools beyond the realm of R and Python (and a bit of JavaScript). However, I’m looking for resources and ways to <del>procrastinate my PhD</del> start small and gain momentum, so if anyone has suggestions or advice, they are more than welcome 🙃.</p>
<section id="past-weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="past-weekly-objectives">Past Weekly Objectives</h2>
<ul>
<li><del>FINISH THE PAPER MANUSCRIPT!!!!</del>
<ul>
<li><del>Organise the supplementary material</del></li>
</ul></li>
<li>Move the trees dataset to an CARTO <del>Earth Engine</del> App (TODO)
<ul>
<li>Publish them in Zenodo as well</li>
<li><sub></sub>Figure out how to split the data for massive upload to Google Cloud <sub></sub></li>
</ul></li>
<li><del>Resume documenting the code for the 3-30-300 paper</del>
<ul>
<li><del>Update the docstring for some functions that have changed</del></li>
<li><del>Use mkdocs to create the github pages website to link in the paper</del></li>
</ul></li>
<li>Make the corrections to the manuscript (on it)
<ul>
<li><del>Change image order and reduce number of tables</del></li>
</ul></li>
<li><del>Apply to <a href="https://propl.dev/">PROPL25</a></del></li>
<li><del>Prepare slides for AI4ER training event</del></li>
</ul>
</section>
<section id="weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="weekly-objectives">Weekly Objectives</h2>
<ul>
<li>Make the corrections to the manuscript
<ul>
<li>Update methods and results</li>
</ul></li>
<li>Design UI for Earth Engine App of aggregated data</li>
<li>Start working with TESSERA</li>
<li>Prepare content for summer schools</li>
</ul>
</section>
<section id="interactive-version" class="level2">
<h2 class="anchored" data-anchor-id="interactive-version">Interactive Version</h2>
<iframe src="https://pinea.app.carto.com/map/b3266c6b-4a59-429f-9788-dd702c5a82d2" width="100%" height="500px">
</iframe>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>carto</category>
  <category>map</category>
  <category>dataviz</category>
  <guid>https://ancazugo.github.io/posts/2025-08-03-weekly-notes.html</guid>
  <pubDate>Sun, 03 Aug 2025 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-08-03-week.png" medium="image" type="image/png" height="175" width="144"/>
</item>
<item>
  <title>2025-07-20 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-07-20-weekly-notes.html</link>
  <description><![CDATA[ 





<p>Last week I had a training event with the AI4ER people on how to prepare posters and slides for academic purposes, followed by a BBQ (and the inevitable rain). I had to present my research and I got valuable feedback from Adriano Gualandi on how to properly deliver my message and present using animations, to grab people’s attention. To be honest, I had rarely used animations before in my slides because I appreciate simplicity and with special effects it can get too much easily. However, with the feedback I got, I think the power of the animations relies heavily with the storytelling aspect of the presentation and how your speech is going. This was super valuable so I will be working on that over the summer because I know that I will have to present at my department’s PhD conference in November.</p>
<p>After this, I was working on the paper but I realised that my code had a minimal but very important error when it was counting the trees for all the regions in England. It took me two days to find the bug. It turns out, in the final count I was including files from different years for certain tiles (see OS national grid <a href="2025-03-09-weekly-notes.html">here</a>). This was not only causing problems with the total tree count but also with the inequality metric I designed, so I had to re-check most of the code. Unfortunately or fortunately, depending on who you ask, LLMs are still not good enough at catching this kind of errors, and the solution was very simple. In the end, the current tree count for England is 183M trees.</p>
<p>Finally, and a bit unrelated to my research, in the last couple of weeks while talking to friends from all over the world (the best thing about Cambridge) and after reading the news, I realised that many former European colonies in the Americas celebrate their independence over the summer months (or winter if you go down south), so in commemoration of Colombia’s own national holiday (July 20th) I tried to plot that trend over the weekend and see if that was actually true. I posted the full version on my <a href="https://www.linkedin.com/feed/update/urn:li:activity:7352757860948221953/">LinkedIn page</a> for showboating 🤣, but here you’ll see the one that actually represents what I thought originally. Turns out, the rush for Q3 (Jul-Sep) independence happened before the 20th century for the most part (17 out of 22 countries). After that, my hypothesis doesn’t really hold true, particularly for the Caribbean countries. Purely made with R, the code can be found <a href="https://github.com/ancazugo/TidyTuesday/tree/main/2025/independence_day_plot">here</a>.</p>
<section id="visualization" class="level2">
<h2 class="anchored" data-anchor-id="visualization">Visualization</h2>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-07-20-week.png" class="img-fluid figure-img"></p>
<figcaption>2025-07-20 Weekly Notes</figcaption>
</figure>
</div>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>dataviz</category>
  <guid>https://ancazugo.github.io/posts/2025-07-20-weekly-notes.html</guid>
  <pubDate>Sun, 20 Jul 2025 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-07-20-week.png" medium="image" type="image/png" height="144" width="144"/>
</item>
<item>
  <title>2025-07-13 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-07-13-weekly-notes.html</link>
  <description><![CDATA[ 





<p>Last week was not particularly eventful but I had two very important meetings with my supervisors regarding the 3-30-300 paper. Now I feel that the paper is 95% done. The plan for most of last week and this week has been to make the suggested changes in the manuscript for a new revision.</p>
<p>In an attempt to compare my results with those from other non-academic organisations that measure “greenness” in cities, I tried to improve my plot from a <a href="2025-06-22-weekly-notes.html">couple of weeks ago</a> using the the UK <a href="https://uk.treeequityscore.org/">Tree Equity Score</a> dataset. This won’t likely be included in the supplementary material because it’s way more information than one can grasp, but, IMO, it’s colorful and flashy, thus worth posting here 😂</p>
<p>In addition to this, I also worked on the submission of the provocation to the <a href="https://propl.dev/">PROPL25</a> conference later in the year and in a couple of slides summarising my research for an AI4ER training event. These slides will be the foundation for my presentation in November for the PhD student symposium in the Department of Architecture.</p>
<section id="past-weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="past-weekly-objectives">Past Weekly Objectives</h2>
<ul>
<li><del>FINISH THE PAPER MANUSCRIPT!!!!</del>
<ul>
<li>Organise the supplementary material</li>
</ul></li>
<li>Move the trees dataset to an Earth Engine App (TODO)
<ul>
<li>Publish them in Zenodo as well</li>
<li>Figure out how to split the data for massive upload to Google Cloud</li>
</ul></li>
<li>Resume documenting the code for the 3-30-300 paper (Sort of started)
<ul>
<li>Update the docstring for some functions that have changed</li>
<li>Use mkdocs to create the github pages website to link in the paper</li>
</ul></li>
<li>Make the corrections to the manuscript (on it)
<ul>
<li><del>Change image order and reduce number of tables</del></li>
</ul></li>
<li><del>Apply to <a href="https://propl.dev/">PROPL25</a></del></li>
<li><del>Prepare slides for AI4ER training event</del></li>
</ul>
</section>
<section id="weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="weekly-objectives">Weekly Objectives</h2>
<ul>
<li>Rehearse slides in AI4ER and sumemr school
<ul>
<li>Make corrections to the slides</li>
</ul></li>
<li>Make the corrections to the manuscript
<ul>
<li>Organise the supplementary material</li>
</ul></li>
</ul>
</section>
<section id="visualization" class="level2">
<h2 class="anchored" data-anchor-id="visualization">Visualization</h2>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-07-13-week.png" class="img-fluid figure-img"></p>
<figcaption>2025-07-13 Weekly Notes</figcaption>
</figure>
</div>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>dataviz</category>
  <guid>https://ancazugo.github.io/posts/2025-07-13-weekly-notes.html</guid>
  <pubDate>Sun, 13 Jul 2025 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-07-13-week.png" medium="image" type="image/png" height="72" width="144"/>
</item>
<item>
  <title>2025-07-06 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-07-06-weekly-notes.html</link>
  <description><![CDATA[ 





<p>Last week started by attending the in-person event of <a href="https://informationisbeautiful.net/">Information is Beautiful’s</a> author, <a href="https://davidmccandless.com/">David McCandless</a> at the Royal Geographical Society, who gave a presentation on how to make data tell a story, based on his experience as a data journalist. This was the inspiration for this week’s plot down below using my data. In the paper is shown differently (you’ll have to read it to see it) but I thought it should be fun to explore treemaps, which I hadn’t done in the past. He made extensive use of this to compare the narrative around expenditure in the army by country in raw numbers, as a proportion of GDP and as proportion of the population. My goal is to show a similar thing but in terms of trees just for now. While doing this I realised that these kinds of plots are not very common in scientific papers, and I’m not really sure why as they explain proportions quite clearly, and way better than the awful pie charts you see everywhere. This also marks my return to D3 after years of not using it, although this time with a significant help from LLMs. Below you’ll find a hierarchical treemap of Regions, Local Authorities, and LSOAs according to the number of trees in each geography. This is a work in progress as you’ll see that the smallest box doesn’t have the right size, so a lot of debugging (go click on each box to see where in that area you can find more trees!!!)</p>
<section id="past-weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="past-weekly-objectives">Past Weekly Objectives</h2>
<ul>
<li><del>FINISH THE PAPER MANUSCRIPT!!!!</del>
<ul>
<li><del>Add the references to all the sections</del></li>
<li>Organise the supplementary material</li>
</ul></li>
<li>Move the trees dataset to an Earth Engine App (TODO)
<ul>
<li>Publish them in Zenodo as well</li>
<li><del>Decide on publishing all segmented trees or just the ones I defined as proper trees (height &gt; 3 m &amp; crown area &gt; 10 m^2)</del></li>
<li>Figure out how to split the data for massive upload to Google Cloud</li>
</ul></li>
<li><del>Start the Zettelkasten method (Setup and working)</del>
<ul>
<li><del>Link Obsidian with my previous notes from notebook and iPad notes</del></li>
</ul></li>
<li>Resume documenting the code for the 3-30-300 paper (Sort of started)
<ul>
<li>Update the docstring for some functions that have changed</li>
<li>Use mkdocs to create the github pages website to link in the paper</li>
</ul></li>
</ul>
</section>
<section id="weekly-objectives" class="level2">
<h2 class="anchored" data-anchor-id="weekly-objectives">Weekly Objectives</h2>
<ul>
<li>Make the corrections to the manuscript
<ul>
<li>Change image order and reduce number of tables</li>
</ul></li>
<li>Apply to <a href="https://propl.dev/">PROPL25</a></li>
<li>Prepare slides for AI4ER training event</li>
</ul>
</section>
<section id="interactive-version" class="level2">
<h2 class="anchored" data-anchor-id="interactive-version">Interactive Version</h2>
<iframe src="https://observablehq.com/embed/0df281655014c807@470?cells=chart" width="100%" height="500px">
</iframe>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>dataviz</category>
  <category>d3</category>
  <category>javascript</category>
  <guid>https://ancazugo.github.io/posts/2025-07-06-weekly-notes.html</guid>
  <pubDate>Sun, 06 Jul 2025 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-07-06-week.png" medium="image" type="image/png" height="130" width="144"/>
</item>
<item>
  <title>2025-06-29 Weekly Notes</title>
  <dc:creator>Andrés C. Zúñiga-González</dc:creator>
  <link>https://ancazugo.github.io/posts/2025-06-29-weekly-notes.html</link>
  <description><![CDATA[ 





<p>Last week was unexpectedly devoted to sorting things out with my scholarship due to an unforeseen issue. However, I managed to finish all the sections in the 3-30-300 paper, except for the discussion which needs polishing. I added a couple of plots and rearranged the results with a story for each subsection. I’m really becoming a power user of Gemini for correcting writing style to fit an academic text. Linked below is a plot that summarises one of the points I make in the manuscript about how the 3-30-300 is reflected in population numbers.</p>
<p>I briefly tried to use ApacheSedona to do zonal statistics on the buildings dataset to create a 30-metric per building using a buffer area, but it wasn’t very easy to do, due to the size and extent of the images. This was only to test if I could add more granularity to the paper methods for some of the spectral indexes, but using census polygons should be good enough.</p>
<p>Also, I finally had a meeting with a couple of people interested in the project I worked on for about room occupancy for Estates and they were very impressed with my app. The main conclusion from the pilot study for this is that a University of this size should have a more centralised system to know their facilities. The nature of the insitution makes it difficult but it should be a matter of gathering all parties involved (departments, colleges, etc) to create a unified way to quantify room occupancy.</p>
<p>Later in the week, the <a href="https://ual.sg/">Urban Analytics Lab</a> from NUS came to visit Cambridge and gave short presentations (I also did one). Most of the PhD students work on using Street View images to quantify different aspects of cities from traffic, to energy use and building type. This came right on time as I wrote about this <a href="2025-06-08-weekly-notes.html">a couple of weeks ago</a>. Of particular relevance was Winston’s <a href="https://ual.sg/post/2023/07/31/new-paper-and-open-source-software-urbanity-automated-modelling-and-analysis-of-multidimensional-networks-in-cities/">Urbanity project</a> which I’ll have to try, as well as the group-wide <a href="https://www.sciencedirect.com/science/article/pii/S0924271624002612">Global Streetscapes dataset</a>. Also, interesting talks by Zicheng’s work on <a href="https://www.sciencedirect.com/science/article/pii/S2210670724006863">nightime stree imagery</a> and Xiucheng’s <a href="https://arxiv.org/abs/2504.02866">OpenFACADES</a>. Yixin Wu’s (unpublished) work on carbon sequestration by urban trees seems highly relevant for my work as it is a very understudied ecosystem service provided by urban green infrastructure.</p>
<p>Also, from this week on I will be implementing the Zettelkasten method to record my literature review so I don’t have to do double the work from notes to writing. This is based on the book titled <a href="https://www.soenkeahrens.de/en/takesmartnotes">How to Take Smart Notes</a> by Sönke Ahrens, based on the method made popular by sociologist Niklas Luhmann. I decided to do this because I felt that my notes and highlights were not going anywhere and were not as effective, so I did some research a while ago and finished reading the book recently. This was also motivated by my struggle with writing, which I believe is quite common in academia (particularly for those whose first language is not English). I will update how my knowledge graph grows in Obsidian and how I implement the writing in my thesis and papers, alongside other LLM-based tools.</p>
<p>Finally, to hold myself accountable for stuff I need to do, I will start posting my weekly objectives here and come back to them the following week to see how I did. I will post them from top to lowest priority and with sub goals.</p>
<section id="weekly-goals" class="level2">
<h2 class="anchored" data-anchor-id="weekly-goals">Weekly Goals</h2>
<ul>
<li>FINISH THE PAPER MANUSCRIPT!!!!
<ul>
<li>Add the references to all the sections</li>
<li>Organise the supplementary material</li>
</ul></li>
<li>Move the trees dataset to an Earth Engine App
<ul>
<li>Decide on publishing all segmented trees or just the ones I defined as proper trees (height &gt; 3 m &amp; crown area &gt; 10 m^2)</li>
<li>Figure out how to split the data for massive upload to Google Cloud</li>
</ul></li>
<li>Start the Zettelkasten method
<ul>
<li>Link Obsidian with my previous notes from notebook and iPad notes</li>
</ul></li>
<li>Resume documenting the code for the 3-30-300 paper
<ul>
<li>Update the docstring for some functions that have changed</li>
<li>Use mkdocs to create the github pages website to link in the paper</li>
</ul></li>
</ul>
</section>
<section id="visualization" class="level2">
<h2 class="anchored" data-anchor-id="visualization">Visualization</h2>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-06-29-week.png" class="img-fluid figure-img"></p>
<figcaption>2025-06-29 Weekly Notes</figcaption>
</figure>
</div>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/licenses/by/4.0/">CC BY 4.0</a></div></div></section></div> ]]></description>
  <category>phd</category>
  <category>dataviz</category>
  <guid>https://ancazugo.github.io/posts/2025-06-29-weekly-notes.html</guid>
  <pubDate>Sun, 29 Jun 2025 00:00:00 GMT</pubDate>
  <media:content url="https://ancazugo.github.io/assets/images/projects/phd-blog/2025-06-29-week.png" medium="image" type="image/png" height="72" width="144"/>
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