2_UC3_DL_models_inference.ipynb

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  {
   "cell_type": "markdown",
   "id": "generous-bandwidth",
   "metadata": {},
   "source": [
    "# DeepCube Use Case 3: Fire Hazard Forecasting in the Mediterranean"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "japanese-cattle",
   "metadata": {},
   "source": [
    " ![use case3 icon](static/uc3-logo.png) "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "interior-logistics",
   "metadata": {
    "id": "collected-somerset"
   },
   "source": [
    "# Notebook 2: Fire danger maps in Greece with Deep Learning models"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "internal-range",
   "metadata": {
    "id": "creative-bracelet"
   },
   "source": [
    "This notebook shows how to load our pretrained models for Fire Danger prediction to perform inference on the published [greece_wildfire_datacube](https://zenodo.org/deposit/4943354) or its [cloud version](https://deepcube-h2020.eu/data-cubes/).\n",
    "\n",
    "For details about how our models were trained, have a look at our relevant paper \"Deep Learning Methods for Daily Wildfire Danger Forecasting\" [available on arXiv](https://arxiv.org/abs/2111.02736), which is accepted to the workshop on Artificial Intelligence for Humanitarian Assistance and Disaster Response at the 35th Conference on Neural Information Processing Systems (NeurIPS 2021)\n",
    "\n",
    "![arxiv paper](static/arxiv_paper.PNG)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "intended-hands",
   "metadata": {
    "id": "understanding-intention"
   },
   "source": [
    "# Initial Imports\n",
    "\n",
    "We start by importing the libraries we need. Make sure to have them installed in your system. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "raised-compound",
   "metadata": {
    "id": "hungry-machine"
   },
   "outputs": [],
   "source": [
    "import xarray as xr\n",
    "import fsspec\n",
    "import zarr\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "\n",
    "import csv\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "import random\n",
    "import os\n",
    "from tqdm import tqdm\n",
    "import gc\n",
    "from pathlib import Path\n",
    "\n",
    "import torchvision\n",
    "import torch\n",
    "from torch.utils.data import Dataset, DataLoader, TensorDataset"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "lucky-advocacy",
   "metadata": {
    "id": "quarterly-catalyst"
   },
   "source": [
    "# Access Datacube\n",
    "\n",
    "Let's open the dataset with xarray"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "modern-travel",
   "metadata": {
    "id": "demographic-display"
   },
   "outputs": [],
   "source": [
    "# uncomment the lines if you download the dataset locally\n",
    "# !wget -O dataset_greece.nc https://zenodo.org/record/4943354/files/dataset_greece.nc?download=1\n",
    "# ds = xr.open_dataset('./dataset_greece.nc')\n",
    "\n",
    "# comment out the following two lines if you want to access the dataset locally\n",
    "url = 'https://storage.de.cloud.ovh.net/v1/AUTH_84d6da8e37fe4bb5aea18902da8c1170/uc3/uc3cube.zarr'\n",
    "ds = xr.open_zarr(fsspec.get_mapper(url), consolidated=True)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "quiet-admission",
   "metadata": {},
   "outputs": [
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       "    ...                       ...\n",
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       "    slope_mean               (y, x) float32 dask.array&lt;chunksize=(50, 50), meta=np.ndarray&gt;\n",
       "    slope_min                (y, x) float32 dask.array&lt;chunksize=(50, 50), meta=np.ndarray&gt;\n",
       "    slope_std                (y, x) float32 dask.array&lt;chunksize=(50, 50), meta=np.ndarray&gt;</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-b68dd78d-39c9-4216-b228-adb0d2f999a2' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b68dd78d-39c9-4216-b228-adb0d2f999a2' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 4314</li><li><span class='xr-has-index'>x</span>: 700</li><li><span class='xr-has-index'>y</span>: 562</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-b9bc7f46-dcda-4c73-9866-20ed9f7f497f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b9bc7f46-dcda-4c73-9866-20ed9f7f497f' class='xr-section-summary' >Coordinates: <span>(5)</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>band</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-04d78304-1331-40f8-b6cf-030b48cf677a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-04d78304-1331-40f8-b6cf-030b48cf677a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f928399c-5142-412e-9fba-826034bceab8' class='xr-var-data-in' type='checkbox'><label for='data-f928399c-5142-412e-9fba-826034bceab8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>name :</span></dt><dd>band</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288,), meta=np.ndarray&gt;</div><input id='attrs-7a511feb-ab71-4146-b928-d51150774fed' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7a511feb-ab71-4146-b928-d51150774fed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aa0e1b35-289d-4669-9370-8760d3e90d06' class='xr-var-data-in' type='checkbox'><label for='data-aa0e1b35-289d-4669-9370-8760d3e90d06' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GeoTransform :</span></dt><dd>19.852811908702186 0.0002341811352383137 0.0 41.6273340924137 0.0 -0.00023418113523831377</dd><dt><span>crs_wkt :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>name :</span></dt><dd>spatial_ref</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd></dl></div><div class='xr-var-data'><table>\n",
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       "<td>\n",
       "<table>\n",
       "  <thead>\n",
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       "  <tbody>\n",
       "    <tr><th> Bytes </th><td> 33.70 kiB </td> <td> 2.25 kiB </td></tr>\n",
       "    <tr><th> Shape </th><td> (4314,) </td> <td> (288,) </td></tr>\n",
       "    <tr><th> Count </th><td> 16 Tasks </td><td> 15 Chunks </td></tr>\n",
       "    <tr><th> Type </th><td> int64 </td><td> numpy.ndarray </td></tr>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ms]</div><div class='xr-var-preview xr-preview'>2009-03-06 ... 2020-12-26</div><input id='attrs-42760125-43c5-4429-b61d-1e9a46d39c9d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-42760125-43c5-4429-b61d-1e9a46d39c9d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-38284f10-b1ed-4bda-89fe-f641914a7cdf' class='xr-var-data-in' type='checkbox'><label for='data-38284f10-b1ed-4bda-89fe-f641914a7cdf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2009-03-06T00:00:00.000&#x27;, &#x27;2009-03-07T00:00:00.000&#x27;,\n",
       "       &#x27;2009-03-08T00:00:00.000&#x27;, ..., &#x27;2020-12-24T00:00:00.000&#x27;,\n",
       "       &#x27;2020-12-25T00:00:00.000&#x27;, &#x27;2020-12-26T00:00:00.000&#x27;],\n",
       "      dtype=&#x27;datetime64[ms]&#x27;)</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'>19.86 19.87 19.89 ... 28.17 28.18</div><input id='attrs-0246d4bd-50ac-4b4b-b5e7-1988704295b7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0246d4bd-50ac-4b4b-b5e7-1988704295b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3da80d1a-2355-45be-a0c5-e920662798ed' class='xr-var-data-in' type='checkbox'><label for='data-3da80d1a-2355-45be-a0c5-e920662798ed' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([19.862915, 19.874819, 19.886723, ..., 28.16    , 28.171904, 28.183808])</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'>41.62 41.61 41.59 ... 34.95 34.94</div><input id='attrs-319890e9-4a20-4b8e-9ab5-f574e329f297' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-319890e9-4a20-4b8e-9ab5-f574e329f297' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e81c43ee-ccf3-4269-9aa7-793b1bb79b3f' class='xr-var-data-in' type='checkbox'><label for='data-e81c43ee-ccf3-4269-9aa7-793b1bb79b3f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([41.617206, 41.605302, 41.593398, ..., 34.962873, 34.950969, 34.939065])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-38a5bdc4-5e98-4b55-beae-59c718bec3c8' class='xr-section-summary-in' type='checkbox'  ><label for='section-38a5bdc4-5e98-4b55-beae-59c718bec3c8' class='xr-section-summary' >Data variables: <span>(58)</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>1 km 16 days EVI</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-c56f716c-7bfe-4ea1-8e0e-e8bf0601c34b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c56f716c-7bfe-4ea1-8e0e-e8bf0601c34b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7f31691d-0073-41fd-8d72-5118dbeaebb0' class='xr-var-data-in' type='checkbox'><label for='data-7f31691d-0073-41fd-8d72-5118dbeaebb0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>1 km 16 days EVI</dd><dt><span>name :</span></dt><dd>1 km 16 days EVI</dd><dt><span>units :</span></dt><dd>EVI</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>1 km 16 days NDVI</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-b8a5b9bd-8aa2-438c-a34a-d956c52934b5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8a5b9bd-8aa2-438c-a34a-d956c52934b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-851c5df0-75f0-4dff-b5ab-c86104de64c7' class='xr-var-data-in' type='checkbox'><label for='data-851c5df0-75f0-4dff-b5ab-c86104de64c7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>1 km 16 days NDVI</dd><dt><span>name :</span></dt><dd>1 km 16 days NDVI</dd><dt><span>units :</span></dt><dd>NDVI</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ET_500m</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-a0ee040f-cf1f-43bb-9dfd-9829a0b6367d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a0ee040f-cf1f-43bb-9dfd-9829a0b6367d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-033f7180-8314-47a0-a264-1bb93873985e' class='xr-var-data-in' type='checkbox'><label for='data-033f7180-8314-47a0-a264-1bb93873985e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>MODIS Gridded 500m 8-day Composite Evapotranspiration (ET)</dd><dt><span>name :</span></dt><dd>ET_500m</dd><dt><span>units :</span></dt><dd>kg/m^2/8day</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>FparExtra_QC</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-8303d24b-36e3-4ff6-be48-b597dcfa20f3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8303d24b-36e3-4ff6-be48-b597dcfa20f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b83bbb3d-0a17-4a10-bd13-bb4763ed94fa' class='xr-var-data-in' type='checkbox'><label for='data-b83bbb3d-0a17-4a10-bd13-bb4763ed94fa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>MOD15A2H MODIS/Terra+Aqua pass-through QC for FPAR and LAI (8-day composite)</dd><dt><span>name :</span></dt><dd>FparExtra_QC</dd><dt><span>units :</span></dt><dd>class-flag</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>FparStdDev_500m</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-eab4be6f-b28c-4801-aa27-33b33fcb48db' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eab4be6f-b28c-4801-aa27-33b33fcb48db' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60b07ad8-da8b-4216-853a-1bcb9b262e92' class='xr-var-data-in' type='checkbox'><label for='data-60b07ad8-da8b-4216-853a-1bcb9b262e92' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>MOD15A2H MODIS/Terra Gridded 500M Standard Deviation FPAR (8-day composite)</dd><dt><span>name :</span></dt><dd>FparStdDev_500m</dd><dt><span>units :</span></dt><dd>Percent</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LE_500m</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-59ab9ce2-de09-4a69-88c4-3c34f6c3de46' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-59ab9ce2-de09-4a69-88c4-3c34f6c3de46' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-414acfa4-bb02-4ff7-a1e8-f54cf3d4ebdb' class='xr-var-data-in' type='checkbox'><label for='data-414acfa4-bb02-4ff7-a1e8-f54cf3d4ebdb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>MODIS Gridded 500m 8-day Composite latent heat flux (LE)</dd><dt><span>name :</span></dt><dd>LE_500m</dd><dt><span>units :</span></dt><dd>J/m^2/day</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LST_Night_1km</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-5d54cea2-2497-4b54-8356-d7ff583c357f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5d54cea2-2497-4b54-8356-d7ff583c357f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c707bd96-8998-4d98-9eab-d71277e5ba4d' class='xr-var-data-in' type='checkbox'><label for='data-c707bd96-8998-4d98-9eab-d71277e5ba4d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Daily nighttime 1km grid Land-surface Temperature</dd><dt><span>name :</span></dt><dd>LST_Night_1km</dd><dt><span>units :</span></dt><dd>K</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LaiStdDev_500m</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-19b6be6f-6b4d-47c1-afe6-55d1e87d3eee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-19b6be6f-6b4d-47c1-afe6-55d1e87d3eee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51a7d689-a1a1-450c-958e-959e7a45abba' class='xr-var-data-in' type='checkbox'><label for='data-51a7d689-a1a1-450c-958e-959e7a45abba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>MOD15A2H MODIS/Terra Gridded 500M Standard Deviation Leaf Area Index (8-day composite)</dd><dt><span>name :</span></dt><dd>LaiStdDev_500m</dd><dt><span>units :</span></dt><dd>m^2/m^2</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Lai_500m</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-5545d33f-12f0-4f4f-942a-bc6e940deb5e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5545d33f-12f0-4f4f-942a-bc6e940deb5e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c1caaba1-b1d2-4e1c-9d6e-20ca6bc6ba4f' class='xr-var-data-in' type='checkbox'><label for='data-c1caaba1-b1d2-4e1c-9d6e-20ca6bc6ba4f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>MOD15A2H MODIS/Terra Gridded 500M Leaf Area Index LAI (8-day composite)</dd><dt><span>name :</span></dt><dd>Lai_500m</dd><dt><span>units :</span></dt><dd>m^2/m^2</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PET_500m</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-eed5b0eb-22d8-40cf-b44f-84734d6abfaf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eed5b0eb-22d8-40cf-b44f-84734d6abfaf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a546495b-ebdd-4d82-a2ff-682b0f9031bb' class='xr-var-data-in' type='checkbox'><label for='data-a546495b-ebdd-4d82-a2ff-682b0f9031bb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>MODIS Gridded 500m 8-day Composite potential Evapotranspiration (ET)</dd><dt><span>name :</span></dt><dd>PET_500m</dd><dt><span>units :</span></dt><dd>kg/m^2/8day</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PLE_500m</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-060caf7c-2c27-44e3-b3e3-fa25fbc0cefb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-060caf7c-2c27-44e3-b3e3-fa25fbc0cefb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-065b970f-4d00-4759-8f2f-211fe34442f7' class='xr-var-data-in' type='checkbox'><label for='data-065b970f-4d00-4759-8f2f-211fe34442f7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>MODIS Gridded 500m 8-day Composite potential latent heat flux (LE)</dd><dt><span>name :</span></dt><dd>PLE_500m</dd><dt><span>units :</span></dt><dd>J/m^2/day</dd></dl></div><div class='xr-var-data'><table>\n",
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       "  <tbody>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>era5_max_u10</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-bbb57586-683a-4792-92fc-41908c8a258f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bbb57586-683a-4792-92fc-41908c8a258f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-18e6b341-da82-4f7b-9293-7665977a7707' class='xr-var-data-in' type='checkbox'><label for='data-18e6b341-da82-4f7b-9293-7665977a7707' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>10 metre U wind component</dd><dt><span>name :</span></dt><dd>era5_max_u10</dd><dt><span>units :</span></dt><dd>m s**-1</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>era5_max_v10</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-edbd41f8-6176-4ef4-a8eb-d6fb4904c9d9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-edbd41f8-6176-4ef4-a8eb-d6fb4904c9d9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-193817d0-08e5-43d2-927f-955321c5bc5e' class='xr-var-data-in' type='checkbox'><label for='data-193817d0-08e5-43d2-927f-955321c5bc5e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>10 metre V wind component</dd><dt><span>name :</span></dt><dd>era5_max_v10</dd><dt><span>units :</span></dt><dd>m s**-1</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>era5_min_t2m</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-40a438a5-7538-4887-b336-142dd67a19c4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-40a438a5-7538-4887-b336-142dd67a19c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d09e6bb-00c9-4a1e-a771-89d645a9a227' class='xr-var-data-in' type='checkbox'><label for='data-5d09e6bb-00c9-4a1e-a771-89d645a9a227' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>name :</span></dt><dd>era5_min_t2m</dd><dt><span>units :</span></dt><dd>K</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ignition_points</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288, 50, 50), meta=np.ndarray&gt;</div><input id='attrs-63085e3b-72f5-40ae-8e5d-d8ff15b7e0ec' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-63085e3b-72f5-40ae-8e5d-d8ff15b7e0ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c94e62b7-48ad-4b94-aeae-c7b54d552391' class='xr-var-data-in' type='checkbox'><label for='data-c94e62b7-48ad-4b94-aeae-c7b54d552391' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>name :</span></dt><dd>ignition_points</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>number_of_fires</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(288,), meta=np.ndarray&gt;</div><input id='attrs-07db143d-485d-40eb-aab5-1277d1d99ac2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-07db143d-485d-40eb-aab5-1277d1d99ac2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd508a71-8eb0-4e97-8295-a5b106ffde99' class='xr-var-data-in' type='checkbox'><label for='data-fd508a71-8eb0-4e97-8295-a5b106ffde99' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>name :</span></dt><dd>number_of_fires</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>population_density_2010</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50, 50), meta=np.ndarray&gt;</div><input id='attrs-042e1904-2d44-4699-ab04-3c00cc8fce35' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-042e1904-2d44-4699-ab04-3c00cc8fce35' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-89c247c7-53b9-4aad-a0f0-5fc8c360d571' class='xr-var-data-in' type='checkbox'><label for='data-89c247c7-53b9-4aad-a0f0-5fc8c360d571' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>STATISTICS_MAXIMUM :</span></dt><dd>30363.30859375</dd><dt><span>STATISTICS_MEAN :</span></dt><dd>82.147479667057</dd><dt><span>STATISTICS_MINIMUM :</span></dt><dd>0</dd><dt><span>STATISTICS_STDDEV :</span></dt><dd>671.88602769617</dd><dt><span>name :</span></dt><dd>population_density_2010</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>population_density_2014</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(50, 50), meta=np.ndarray&gt;</div><input id='attrs-f0098a50-6dee-4492-bf2b-cdf5a6c10a2d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f0098a50-6dee-4492-bf2b-cdf5a6c10a2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-960c51d1-9281-45d3-9325-2cfdbb3e0a4c' class='xr-var-data-in' type='checkbox'><label for='data-960c51d1-9281-45d3-9325-2cfdbb3e0a4c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>STATISTICS_MAXIMUM :</span></dt><dd>30178.935546875</dd><dt><span>STATISTICS_MEAN :</span></dt><dd>81.840487639716</dd><dt><span>STATISTICS_MINIMUM :</span></dt><dd>0</dd><dt><span>STATISTICS_STDDEV :</span></dt><dd>686.75219541252</dd><dt><span>name :</span></dt><dd>population_density_2014</dd></dl></div><div class='xr-var-data'><table>\n",
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       "  * y                        (y) float64 41.62 41.61 41.59 ... 34.96 34.95 34.94\n",
       "Data variables: (12/58)\n",
       "    1 km 16 days EVI         (time, y, x) float64 dask.array<chunksize=(288, 50, 50), meta=np.ndarray>\n",
       "    1 km 16 days NDVI        (time, y, x) float64 dask.array<chunksize=(288, 50, 50), meta=np.ndarray>\n",
       "    1 km 16 days VI Quality  (time, y, x) float64 dask.array<chunksize=(288, 50, 50), meta=np.ndarray>\n",
       "    ET_500m                  (time, y, x) float64 dask.array<chunksize=(288, 50, 50), meta=np.ndarray>\n",
       "    ET_QC_500m               (time, y, x) float64 dask.array<chunksize=(288, 50, 50), meta=np.ndarray>\n",
       "    FparExtra_QC             (time, y, x) float64 dask.array<chunksize=(288, 50, 50), meta=np.ndarray>\n",
       "    ...                       ...\n",
       "    population_density_2020  (y, x) float32 dask.array<chunksize=(50, 50), meta=np.ndarray>\n",
       "    roads_density_2020       (y, x) float64 dask.array<chunksize=(50, 50), meta=np.ndarray>\n",
       "    slope_max                (y, x) float32 dask.array<chunksize=(50, 50), meta=np.ndarray>\n",
       "    slope_mean               (y, x) float32 dask.array<chunksize=(50, 50), meta=np.ndarray>\n",
       "    slope_min                (y, x) float32 dask.array<chunksize=(50, 50), meta=np.ndarray>\n",
       "    slope_std                (y, x) float32 dask.array<chunksize=(50, 50), meta=np.ndarray>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "median-circulation",
   "metadata": {
    "id": "y_rV3cbDuJ4x"
   },
   "source": [
    "We see that the dataset has x,y and time dimensions.\n",
    "\n",
    "More specifically it contains 4314 days (from 06/03/2009 to 06/12/2020) of 700x562 rasters\n",
    "\n",
    "Dynamic variables like the `burned_areas` have all three dimensions, while static variables like `clc_2012` misses the temporal component and only has x, y dimensions."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "smaller-rugby",
   "metadata": {},
   "source": [
    "# Method Description"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "comprehensive-protein",
   "metadata": {},
   "source": [
    "![ethods architecture](static/methods.png)\n",
    "\n",
    "From the datacube, we extract four different datasets that are used to train four different models.\n",
    "For a given pixel (i.e., a cell representing a 1 km x 1 km square region) and a given day, we extract input-target pairs for 4 different modeling modalities:\n",
    "- First, the pixel dataset, where we extract the input attributes and their last 10-day average (only for the dynamic input attributes). This is used to train a Random Forest (RF) model (is not shown in this notebook).\n",
    "- Second, the temporal dataset, where we extract the last 10-day time-series of the input attributes. This is used to train an Long Short-Term Memory (LSTM) model.\n",
    "- Third, the spatial dataset, where we extract 25km x 25km patches spatially centered around the given pixel. This is used to train a Convolutional Neural Network (CNN) model.\n",
    "- Fourth, the spatio-temporal dataset, where we extract 25km x 25km x 10 days blocks centered spatially around the given pixel. This is used to train a convLSTM model.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eleven-venture",
   "metadata": {},
   "source": [
    "# Load pretrained models"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dynamic-investment",
   "metadata": {},
   "source": [
    "Pytorch lightning checkpoints are on `saved_models` directory.\n",
    "\n",
    "The code for the models is in the `src` directory."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "broad-parameter",
   "metadata": {},
   "outputs": [],
   "source": [
    "from src.greece_fire_models import CNN_fire_model, LSTM_fire_model, ConvLSTM_fire_model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "favorite-mother",
   "metadata": {},
   "outputs": [],
   "source": [
    "# these are the features that change in time\n",
    "dynamic_features = ['Fpar_500m', 'Lai_500m', 'LST_Day_1km', 'LST_Night_1km', '1 km 16 days NDVI', '1 km 16 days EVI', 'era5_max_u10', 'era5_max_v10', 'era5_max_t2m', 'era5_max_tp', 'era5_min_u10', 'era5_min_v10', 'era5_min_t2m']\n",
    "# these are the features that remain the same through time\n",
    "static_features= ['dem_mean', 'aspect_mean', 'slope_mean', 'roads_density_2020', 'population_density']\n",
    "# the settings that were used to train our best models\n",
    "best_settings = {\n",
    "    'lstm' : {'dynamic_features' : dynamic_features, 'static_features' : static_features , 'hidden_size' : 64,  'lstm_layers':1, 'attention':False},\n",
    "    'cnn' : {'dynamic_features' : dynamic_features, 'static_features' : static_features , 'hidden_size' : 16},\n",
    "    'convlstm' : {'dynamic_features' : dynamic_features, 'static_features' : static_features , 'hidden_size' : 16,  'lstm_layers':1},\n",
    "\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "aging-narrative",
   "metadata": {},
   "outputs": [],
   "source": [
    "model = 'lstm'\n",
    "lstm = LSTM_fire_model(**best_settings[model]).load_from_checkpoint('saved_models/lstm.ckpt')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "competitive-impossible",
   "metadata": {},
   "outputs": [],
   "source": [
    "model = 'cnn'\n",
    "cnn = CNN_fire_model(**best_settings[model]).load_from_checkpoint('saved_models/cnn.ckpt')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "threaded-longer",
   "metadata": {},
   "outputs": [],
   "source": [
    "model = 'convlstm'\n",
    "convlstm = ConvLSTM_fire_model(**best_settings[model]).load_from_checkpoint('saved_models/convlstm.ckpt')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "together-update",
   "metadata": {},
   "source": [
    "# Do inference"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "optical-marks",
   "metadata": {},
   "source": [
    "The models have been trained using data for the years 2009-2019. We will perform inference on two days of the test set (year 2020)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "overall-behavior",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "from src.greece_fire_dataset import FireDatasetWholeDay\n",
    "\n",
    "def predict_map(day, pl_module, access_mode, problem_class, patch_size, lag, dynamic_features, static_features, nan_fill, batch_size):\n",
    "    \"\"\"\n",
    "    This function returns the predictions of model (pl_module) for a given day.\n",
    "    \"\"\"\n",
    "    dataset = FireDatasetWholeDay(ds, day, access_mode, problem_class, patch_size, lag,\n",
    "                                  dynamic_features,\n",
    "                                  static_features,\n",
    "                                  nan_fill)\n",
    "    len_x = dataset.len_x\n",
    "    len_y = dataset.len_y\n",
    "    pl_module.eval()\n",
    "    num_iterations = max(1, len(dataset) // batch_size)\n",
    "    dataloader = DataLoader(dataset, batch_size=batch_size, shuffle=False,\n",
    "                            num_workers=num_workers, prefetch_factor=batch_size)\n",
    "    outputs = []\n",
    "    for i, (dynamic, static) in tqdm(enumerate(dataloader), total=num_iterations):\n",
    "\n",
    "        if pl_module.on_gpu:\n",
    "            inputs = inputs.cuda()\n",
    "        logits = pl_module(inputs)\n",
    "        preds_proba = torch.exp(logits)[:, 1]\n",
    "        outputs.append(preds_proba.detach().cpu())\n",
    "    outputs = torch.cat(outputs, dim=0)\n",
    "    outputs = outputs.reshape(len_y, len_x)\n",
    "    outputs = outputs.detach().cpu().numpy().squeeze()\n",
    "    return outputs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "western-newfoundland",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "4150\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "97it [04:18,  2.66s/it]                        \n",
      "39it [05:21,  8.25s/it]                        \n",
      "769it [06:18,  2.03it/s]                         \n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x360 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "4155\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "97it [04:19,  2.67s/it]                        \n",
      "39it [05:24,  8.33s/it]                        \n",
      "769it [06:21,  2.02it/s]                         \n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x360 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# days for which to create fire danger maps\n",
    "days = [4150, 4155]\n",
    "patch_size = 25\n",
    "lag = 10\n",
    "# value used to fill nans\n",
    "nan_fill = -1.0\n",
    "\n",
    "acc_mod_bs = [('spatial', cnn, 4096, 'CNN'), ('temporal', lstm, 10196, 'LSTM'), ('spatiotemporal', convlstm, 512, 'ConvLSTM'), ]\n",
    "problem_class='classification'\n",
    "num_workers = 12\n",
    "\n",
    "# these are used to mask out land cover classes that are not supposed to be dangerous for fire (sea, water bodies, urban areas)\n",
    "clc = np.isin(ds['clc_2012'].values, list(range(12, 33)), invert=True)\n",
    "pop_den = np.isnan(ds['population_density_2012'].values)\n",
    "for day in days:\n",
    "    gc.collect()\n",
    "    day = int(day)\n",
    "    print(day)\n",
    "    # get a validation batch from the validation dat loader\n",
    "    fig, ax = plt.subplots(1,4, figsize=(20,5))\n",
    "    fig.suptitle('Fire danger for Greece on {}'.format(ds['time'][day].dt.strftime('%d/%m/%Y').values))\n",
    "    subplot_number = 141\n",
    "    for i, (access_mode, pl_module, batch_size, name) in enumerate(acc_mod_bs):\n",
    "        if access_mode == 'spatial':\n",
    "            lag = 0\n",
    "        else:\n",
    "            lag = 10\n",
    "        if access_mode == 'temporal':\n",
    "            patch_size = 0\n",
    "        else:\n",
    "            patch_size = 25\n",
    "        outputs =  predict_map(day, pl_module, access_mode, problem_class, patch_size, \n",
    "                               lag, dynamic_features, static_features, nan_fill, batch_size)\n",
    "        outputs[clc] = 0\n",
    "        outputs[pop_den] = 0\n",
    "        plt.subplot(subplot_number), plt.imshow(outputs, vmin=0, vmax=1, cmap='Spectral_r')\n",
    "        plt.title(name)\n",
    "        subplot_number += 1\n",
    "    fwi = ds.fwi[day].values\n",
    "    fwi[clc] = 0\n",
    "    fwi[pop_den] = 0\n",
    "    plt.subplot(subplot_number), plt.imshow(fwi, vmin=0, vmax=50, cmap='Spectral_r')\n",
    "    plt.title('FWI')\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "incoming-service",
   "metadata": {},
   "source": [
    "We see that the danger maps created by the Deep Learning models follow closely, but offer a better resolution than the empirical Fire Weather Index that is widely used as an operational tool. This is quite an interesting result, considering that our models have been trained using the historical burned areas as target and do not have a direct notion of what Fire Danger is. This is quite a step forward in showing that fire danger can be learned in a data driven way and it is possible to leverage what DL models can learn from the complex interactions of the Fire Drivers."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "stylish-envelope",
   "metadata": {
    "id": "sSvx3lCUC5qZ"
   },
   "source": [
    "# Discussion"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "floral-airplane",
   "metadata": {
    "id": "xQBZkHjT0yQZ"
   },
   "source": [
    "We see that the danger maps created by the Deep Learning models follow closely, but offer a better resolution than the empirical Fire Weather Index that is widely used as an operational tool. This is quite an interesting result, considering that our models have been trained using the historical burned areas as target and do not have a direct notion of what Fire Danger is. This is quite a step forward in showing that fire danger can be learned in a data driven way and it is possible to leverage what DL models can learn from the complex interactions of the Fire Drivers.\n",
    "\n",
    "In this notebook, we saw how to load pytorch lighning pretrained Deep Learning modules and use them on inference to create fire danger maps. In a later notebook we'll use **explainable AI methods** to understand our models' predictions. Stay tuned!"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "swiss-chambers",
   "metadata": {},
   "source": [
    "# Acknowledgements\n",
    "\n",
    "Research funded by the EU H2020 project DeepCube ’Explainable AI pipelines for big Copernicus data’, grant agreement No 101004188."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "independent-newfoundland",
   "metadata": {
    "id": "Z8qmno2REAyZ"
   },
   "source": [
    "Notebook Authors: *Ioannis Prapas (https://github.com/iprapas), Spyros Kondylatos (https://github.com/skondylatos)*"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "handy-stone",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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