{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "colab": { "provenance": [], "toc_visible": true }, "kernelspec": { "name": "python3", "display_name": "Python 3" }, "language_info": { "name": "python" } }, "cells": [ { "cell_type": "markdown", "metadata": { "id": "view-in-github" }, "source": [ "\"Open" ] }, { "cell_type": "markdown", "source": [ "# Exercise 4: Mapping Wildfire Susceptibility in the Liguria Region with Simple Machine Learning Classifiers" ], "metadata": { "id": "HN8VFRGJeDsF" } }, { "cell_type": "markdown", "source": [ "\n", "\n", "---\n", "\n", "\n", "\n", "**Credits**\n", "\n", "This online tutorial would not be possible without invaluable contributions from [Andrea Trucchia](https://www.researchgate.net/profile/Andrea-Trucchia) (reduced data, methods), [Giorgio Meschi](https://www.linkedin.com/in/giorgio-meschi-86216b180/) (code, methods), and [Marj Tonini](https://www.researchgate.net/profile/Marj-Tonini-2) (presentation, methods). The methodology builds upon the following article:\n", "\n", "[Trucchia, A.; Meschi, G.; Fiorucci, P.; Gollini, A.; Negro, D., Defining Wildfire Susceptibility Maps in Italy for Understanding Seasonal Wildfire Regimes at the National Level, *Fire*, (2022)](https://www.mdpi.com/2571-6255/5/1/30)\n", "\n", "which generalizes the study below from the Liguria region (our case study) to all of Italy:\n", "\n", "[Tonini, Marj, et al. \"A machine learning-based approach for wildfire susceptibility mapping. The case study of the Liguria region in Italy.\" *Geosciences* 10.3 (2020): 105.](https://www.mdpi.com/2076-3263/10/3/105)\n", "\n", "\n", "\n", "---\n", "\n" ], "metadata": { "id": "BaCACOGXLhCu" } }, { "cell_type": "markdown", "source": [ "In week 3's final notebook, we will train classifiers on real [wildfire](https://en.wikipedia.org/wiki/Wildfire) data to map the fire risk in different regions of Italy. To keep the data size manageable, we will focus on the coastal [Liguria region](https://en.wikipedia.org/wiki/Liguria) that experiences a lot of wildfires, especially during the winter." ], "metadata": { "id": "bstlA2R4LZcb" } }, { "cell_type": "markdown", "source": [ "## Machine Learning for Environmental Risk Analysis\n", "\n", "For environmental sciences practioners, one of the scenarios where machine learning can be particularly useful is risk analysis. Environmental risk analysis involves predicting where potential hazards may occur; it also involves understanding why some regions are more vulnerable to hazards than others. Machine learning models can be useful for these tasks because they can analyze large datasets containing different environmental predictors (e.g., weather conditions, soil conditions etc.) in an effective manner. By learning the hidden links between predictors and hazard risks, we may also gain new insights on what predictors or patterns are useful for creating early hazard warning systems.\n", "\n", "In this exercise, we ask you to use the machine learning classifiers we learned in this chapter to recreate wildfire susceptibility maps for the Liguria region of Italy. The basic idea is to use ML classifiers to analyze a dataset with observations in weather conditions, vegetation cover, and topography information. The goal will be to understand how different factors enhance or reduce the probability of firefire in Liguria, which can help authorities and decision-makers to apply resources to critical areas for hazard prevention." ], "metadata": { "id": "cEsFUVuJIUWP" } }, { "cell_type": "markdown", "source": [ 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)" ], "metadata": { "id": "DPTrE6Fsde2M" } }, { "cell_type": "markdown", "source": [ "**Caption**: A wildfire in Italy. Can we predict which locations are most susceptible to wildfires using simple classifiers? 🔥\n", "\n", "**Source**: [ANSA](https://www.ansa.it/english/news/2015/08/14/wildfires-in-italy-up-120-this-summer-on-past-two-years_f6e4eff7-ac07-4f9e-aa5a-e61f8c2ad7f2.html)" ], "metadata": { "id": "2Wajb6bWdkz1" } }, { "cell_type": "markdown", "source": [ "Let's start by downloading and loading the datasets into memory using the [`pooch`](https://pypi.org/project/pooch/), [`pickle5`](https://pypi.org/project/pickle5/), and [`GeoPandas`](https://geopandas.org/en/stable/) libraries:" ], "metadata": { "id": "I5YF6S6kjWoK" } }, { "cell_type": "code", "source": [ "# Install geopandas and pickle5\n", "%pip install geopandas\n", "%pip install pickle5" ], "metadata": { "id": "EvUUjxk2QQox", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "3f17bd83-f725-4fea-8fdd-3f8e98a183b1" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n", "Collecting geopandas\n", " Downloading geopandas-0.10.2-py2.py3-none-any.whl (1.0 MB)\n", "\u001b[K |████████████████████████████████| 1.0 MB 5.2 MB/s \n", "\u001b[?25hRequirement already satisfied: shapely>=1.6 in /usr/local/lib/python3.7/dist-packages (from geopandas) (1.8.5.post1)\n", "Collecting pyproj>=2.2.0\n", " Downloading pyproj-3.2.1-cp37-cp37m-manylinux2010_x86_64.whl (6.3 MB)\n", "\u001b[K |████████████████████████████████| 6.3 MB 53.6 MB/s \n", "\u001b[?25hCollecting fiona>=1.8\n", " Downloading Fiona-1.8.22-cp37-cp37m-manylinux2014_x86_64.whl (16.7 MB)\n", "\u001b[K |████████████████████████████████| 16.7 MB 865 kB/s \n", "\u001b[?25hRequirement already satisfied: pandas>=0.25.0 in /usr/local/lib/python3.7/dist-packages (from geopandas) (1.3.5)\n", "Collecting munch\n", " Downloading munch-2.5.0-py2.py3-none-any.whl (10 kB)\n", "Requirement already satisfied: setuptools in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (57.4.0)\n", "Collecting click-plugins>=1.0\n", " Downloading click_plugins-1.1.1-py2.py3-none-any.whl (7.5 kB)\n", "Requirement already satisfied: click>=4.0 in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (7.1.2)\n", "Collecting cligj>=0.5\n", " Downloading cligj-0.7.2-py3-none-any.whl (7.1 kB)\n", "Requirement already satisfied: attrs>=17 in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (22.1.0)\n", "Requirement already satisfied: six>=1.7 in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (1.15.0)\n", "Requirement already satisfied: certifi in /usr/local/lib/python3.7/dist-packages (from fiona>=1.8->geopandas) (2022.9.24)\n", "Requirement already satisfied: numpy>=1.17.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=0.25.0->geopandas) (1.21.6)\n", "Requirement already satisfied: pytz>=2017.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=0.25.0->geopandas) (2022.5)\n", "Requirement already satisfied: python-dateutil>=2.7.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=0.25.0->geopandas) (2.8.2)\n", "Installing collected packages: munch, cligj, click-plugins, pyproj, fiona, geopandas\n", "Successfully installed click-plugins-1.1.1 cligj-0.7.2 fiona-1.8.22 geopandas-0.10.2 munch-2.5.0 pyproj-3.2.1\n", "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n", "Collecting pickle5\n", " Downloading pickle5-0.0.12-cp37-cp37m-manylinux_2_5_x86_64.manylinux1_x86_64.whl (256 kB)\n", "\u001b[K |████████████████████████████████| 256 kB 4.9 MB/s \n", "\u001b[?25hInstalling collected packages: pickle5\n", "Successfully installed pickle5-0.0.12\n" ] } ] }, { "cell_type": "code", "source": [ "import geopandas as gpd\n", "import numpy as np\n", "import pickle5 as pickle\n", "import pooch" ], "metadata": { "id": "ZlylDdDDkmTt" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Function to load the data\n", "def load_data(path):\n", "\n", " # Load the content of the pickle file (using pickle5 for Google Colab)\n", " with open(path, \"rb\") as fh:\n", " points_df = pickle.load(fh)\n", "\n", " # Convert it to a Geopandas `GeoDataFrame` for spatial analysis\n", " points_df = gpd.GeoDataFrame(points_df,\n", " geometry=gpd.points_from_xy(np.float64(points_df.x),\n", " np.float64(points_df.y)))\n", " return points_df" ], "metadata": { "id": "7wpeP_KwjVJp" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Path to the data in UNIL OneDrive\n", "variables_path = pooch.retrieve('https://unils-my.sharepoint.com/:u:/g/personal/tom_beucler_unil_ch/EU4FQkuYknFDiDfd7droyAcBP0qFOR5-c-_Oq74gjhTGwQ?download=1',\n", " known_hash='e8ebc70f972b5af4ef3d6110dcd61ce01ce5a830dcdb7d2c9e737aeab781606c')\n", "wildfires_path = pooch.retrieve('https://unils-my.sharepoint.com/:u:/g/personal/tom_beucler_unil_ch/EcjqeERsnIRHjhcx1ZFVNggBS7nPUkW530XRrpVUB-qnOw?download=1',\n", " known_hash='361f067aafbac8add8f8a9a5c630df3c962cd37a2f125f420e7b9330fd0a1a4c')" ], "metadata": { "id": "B4U806prkx5Q", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "15234d82-83de-47b7-9b3c-ebce1623b43b" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "Downloading data from 'https://unils-my.sharepoint.com/:u:/g/personal/tom_beucler_unil_ch/EU4FQkuYknFDiDfd7droyAcBP0qFOR5-c-_Oq74gjhTGwQ?download=1' to file '/root/.cache/pooch/07ef52a70acfc4230ffc4d0ca1624c7a-EU4FQkuYknFDiDfd7droyAcBP0qFOR5-c-_Oq74gjhTGwQ'.\n", "Downloading data from 'https://unils-my.sharepoint.com/:u:/g/personal/tom_beucler_unil_ch/EcjqeERsnIRHjhcx1ZFVNggBS7nPUkW530XRrpVUB-qnOw?download=1' to file '/root/.cache/pooch/083c82ff55a8a8a6c98e76bf347a96ef-EcjqeERsnIRHjhcx1ZFVNggBS7nPUkW530XRrpVUB-qnOw'.\n" ] } ] }, { "cell_type": "code", "source": [ "# Load the data and convert it to a GeoPandas `GeoDataFrame`\n", "# This can take a minute\n", "variables = load_data(variables_path)\n", "wildfires = load_data(wildfires_path)" ], "metadata": { "id": "r4oQ_Vq6lPMG" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "### Part I: Pre-Processing the Dataset for Classification" ], "metadata": { "id": "QXEbGT2plrYU" } }, { "cell_type": "markdown", "source": [ "**Q1) After analyzing the topography and land cover data provided in `variables`, create your input dataset `inputs` from `variables` to predict the occurence of wildfires (`wildfires`). Keep at least one categorical variable (`veg`, `bioclim`, or `phytoclim`).**\n", "\n", "Hint 1: Refer to the documentation [at this link](https://unils-my.sharepoint.com/:t:/g/personal/tom_beucler_unil_ch/EREf92h-43VBtgPjwveMfrQBRahitmHxBKAtNx04lleh7Q?e=Fx6nad) to know what the different `keys` of `variables` refer to.\n", "\n", "Hint 2: You may refer to Table 1 of [Tonini et al.](https://www.mdpi.com/2076-3263/10/3/105), copied below, to choose your input variables, although we recommend starting with less inputs at first to build a simpler model and avoid overfitting." ], "metadata": { "id": "Sx0LlrRxG3sO" } }, { "cell_type": "markdown", "source": [], "metadata": { "id": "5B9LqO4ykATs" } }, { "cell_type": "markdown", "source": [ 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/q1uxbviSpVrb/Kpl6STwSel5H7P10ThF4SF3BdzR502sykN/XUK5K9+1Vvu8w+1w9aNynmRgagE8WIuqtt92vSkm6zF7GpibrJLUU/Yn2r2/LLtWfHNV8adXGXNvueAEAikaSKrDlkaQKYAcyGssTP9ID6xWYdATU0HZKochUSaNYFFZuZ/893Yz9Vidbdqe+H9j3hIJvjSv+xU1r5AJzNIP/1cTIK+qxPrO+X4df1Nvx266dsTnTnGTHeoP/rhIXX1ZHwQRVWzQ+ruDFL70/GEne0ezYeXXvMzvf67WvK6i3xj/VF7fMkQ/MZNqE4uNv6PRhW5Ju4Ds6feEL7+sAAAAAANSs/EmqpkXFh7odkjH3qmtoSsvWpzzzkqSa8zAkOwo8HFmNaWBvvra0S5Kq1/WufKELp79jS6bKF7t1MPiRFtKdBMnbmiyY3JqO3Wp94QPNFZNw4Hs7P7t/JTvs/S13lbjwkmPybaB7RHOpzxSzPC9WtTj9gXuipEvU9Yxq3lpCjpWvFX39uQLJqVlRdF9JtZJUs2Y4qn9OkYVy++HMBN5LevP0dz0f80BDg/bY/63YJNVK91+ZieOjwbU+ODMB9acjiq2PXrrWBzg+/IIOZ50TgZZuvZQeXTcd6ZFXO09pOG7eIf2+hrJU/NhUr+9wdWpQB9LL2FWnA4OXjSscAMqXnB1Wx/r9ZZcagtGi71E1layT/FIjJx6wbUuzeiP5XmUozrY7XgCA4nEfB7Y8klQB7ExLf9fAQXsiZ1Y0HFJ338sKhS9oIhbX7Fe3vE9h5aqMzv7kHc2M/tDqEA6osevXmswz6mty8YpG+rIeTjU8qjMR587Y+4mo/hAOKxz+vYYGHEbkSCWpbnRKB/Z1qu+V1/VOZFzRaNSIcUXeGdJAb4dt1AVbBL6jFy5+pYKHcOULRc48aj1Q2Kuu8x+5jgKbXIzq3OE9xa8DAAAAAFDTCiepGpJf6eILDkmZgTadGb9RXNvQS5Lq/YSifzDbzW9pOHRWPTmzmxR4OLL+/bDeGvqZ+jofytp2lyTV1WmNvryWaHa270mHETm79Vb8E4VPPWwszxwx8LxGJv7XmtbcnPJ8WpfezE1k27XrkM5MzCu5ntxqJnr9WG9EYvr85kai19SFV6xEMPt3H9KpyHVvx7gi7fxlTY8OriXfnX1e3TmjKKb7W1a1cOllHXTqpzBiI7nhWyWif0r9NuHwG3q1ryMrYbeI/puVr3Up9P9pX2qdD6qj/zeKxKY1l55m3hyN94u4ohd+q7Nd9nOgXodCnxq/WK77if/Wi6lkO7M/6Bcan7ZPs76ixbnPNfnhH3XeKSm26ZRGr+c5LzNUKUn1zpj6dtu28VBI8ZJzVI3z9OZlvRN8InXMzRe6z74RUWz6uhbT59nKouamY4oM/zT/rETFJKlWuv8qeV2Xzh23zsP9Ojky45KI43W2o7UIHDynWGq6er+vIZtKH5tq9x1mj7rXPqTpohYAAM6yBw4pKeky5yWoPCPzV1hyZlhH7eVF4ERm3XhlXvGLv9Mrp3vU2WbNCtDQoiNdPTr9yu90MT6fd/+32/ECAJSAJFVgyyNJFcAOlb+T1Tka1XLkuHrM5NU339NY7Ir10MerUjv7M0csCBx8WZcWPLyzvzKr0VNZoyLUHdP5y+4jqq65q+mhxzO/d+yXumhO+1d3UCeHPlLCdaTZ+1qe/avOde7N/L4ZjT0Kz+QZz2bFPurLbrWe+VA3825oUsuTv9Bh+29Y1MMXAAAAAEAt8pSkakguxnS+w2Ga50Ltz2xep/tfl9S9qfM6mLHe4h6OJOdHdTJjulEvD8md1vugWlqajH3+ns5f+to1ke3m+NmckRADbc/oh90HFAh8R30jV7To2AY31nl1WMezkuACjwzpaqHEwmq18+9d1uBBeyKt2d8y47jd9nBNbkh+pqF2+4vN3vpvkoufKNRl9Yfk/T0sqdEgf6bO1DY+qJ7Rr60/ZFq/HpqeV2Q+X3+Q04iXe/TI0BXH5Ndc1UlSvR8P6dD6OnZpd9+Y7lh/K4o50ui7Z6wE7Do1nxhSrNBU92aCjGPitRFek1Qrfl4v6erwU+uJ0vVPjeh63uUb1/fYS9qXXrZr5Eku9+saqvSx2Yy+w/ufKnTIdmx8GfkXAGzluxUlJV1qVuHOho171KYlXa4Y1ekT1v3ZigODmkpVW+7p5mQ4c3Rrx2jS4dNvK+4yOMv2Ol4AgJKQpApseSSpAtjB7iox/nPrYYC9QlNEBPbpyPO/0Lux6x4axKV09ie1MhPWifVtLGK0EkNyYVxn9tfZ1mkfNcFddoM/FYEipsVySpDdFVDTqQuad1z1oiYHOzY6MQo+eLEkv9LoSXtCbJ0eGviHvrX+DAAAAADYerwmqabazNdGdLIpt10fOPxzxfLMQJKh6CRVw90J9e+xr7PIhyPJzzXcYRvhz+tD8pz1GtH4tN68eid/X0FyXhNnDmV+z4xAu4Ljhfo0ljUz3K26jO9ljY6Vo5rt/Nua6D9g+06Djr3yK51p3aPGjqBGYrNro2quLCoR+71OtZoJqPn6ZErov1me0lA6QXVXq06PzXnsu0m/KOz++69dD3vUHppSgRRMw5LioccykkQCR4c142ljqpGkel8LkedUv76OgPYOxOTxSrVZVHyoez2Rs67jl7rs9Xo37xtzH+n8+u9lhack1cqf18lrYR2vS3/O41TJ969o6BH7/aTY/jE/rqFKH5vN6ju8ppFue2LVEYXiRbwEAQCOzKTObtu9ZasnXX6t0Z4HbduxS/W9ES2sXNP44FPWCPPeItB6Rhfnso/EdjteAICSkKQKbHkkqQLY4ZJauRVXJPS8jjQ7jKLgOR5UR/ADJVyml1pTQmd/8ppGn9m/8Z0HfqSJAgmmmVY1H3leTevrNKPwg43cJNVGHR2Ke3gYsiG58JGCB+0jjxgROKahq3etT6QldS8eUvt6R0UxncXZDzeMKPoYAQAAAABqifckVZPbTCkBNZ0c0bW87XRLKUmqZT8cKfEhec56m3Q8POMhITKpb2Pn9ND698yo0/7gx1qyPpFP8vqITqwnzplxQP0Tt62/Zqt2Oz+7v8UMc2r8X2syJ3Exndjc6GOS6oJiA4+sJ8/Vnxx1eUHXyarmRp42vvu4hqaz+0vWpK6HuqcUvuatVybnt9r9gsbueNmgaiSpZs/eU8o6sq75wGMKxb2cxZmS00NqX98OIzwkxVf+vF40zqW2jc8EntbInJfk2281M/zERgKnGUVNS1/uNVTpY7OZfYfZx2a/+sbmrb8BQKm2WdJlzktUAT34/HmFThwwyqYmtZ08p/D4p/ri1rJxRzckl3Xz83/oz68+o5b1e/vGdxtPhDWTUYcnSRUAYCBJFdjySFIFAEtyeV6fxz7QO0M/0+meTrUVnbS6W62n/5InUbXYzv7sDtgSp0Bb+ljBrNFUd+3/iaJ5OmNzklRLSvxc1fzos5mdwLvqdSj0qTInxbqlif7SO3tzHirsatfgVPEPJwAAAAAAtaG4JFVT5vTYG9GojvMxl2nsbbZ0kupxDc96fKU0J4EgX6JplpyRX/P1aVS7ne+QYBfo0tBVt9EO72v51nXdWHT7vYrpv8nuu2kxjukt62/erJ3v+c4fY3u/mS98HqclP9NQu/2lYa/nZrH9VqXIXofHkULt7k0p1L5xLtYdD+tasV1WpvXr3oqC95sqnNfZU8t7vgdKq7EB7bUvv4jvln8NVfrYbGbf4ZKmBttt363EdQFg59lmSZfZZWo6Go/r3NiMll3L6VUtTv5aXTmzHWbPKPj/Z+/vfuI6D73/33/AnHDIgSVLCImDSJaFOLBl3YIDW6mQIGpkIScWwlUjbO07wtlR8E5l7KqBVttTtcFqg/NrRrtBaTPZ9ShpSL8hvT1NjSvwt57uTmSQO26Nb0g8iSHYRhP/cBi8Pt9Zw5phzRPMMzPD+yVdkuVhPc416+Fan3VdhFQBABGEVIGqR0gVADIyG1y/0nzgM12f+FjvuX6ugRefUXPKm5320qyTY/O2m2e7XBv7k3pP2LVHXe47Gea9meT5mOVQ5OZ72fo8VUpItdujoPVZTh5NavCpxAYGR++YFqyPo76Z0MBu27JyvaBc9qq/3j59k3rH7lofAgAAAACqTe4h1QjjS105953EngTN4viOzl35cvN76aoOqeay3EIezOfQplH2+/zUgF3diTHdy70BxZJL+83XmhiwDZNe/6q8y4mv5m7FCM3rM99NBTMnOHK0FFkn26g8u57WsD+bV55zbbfKx6K8/c22ZeQaDnmi5Ykf2kYMatBR92webWURuYZUy1Gvl8bVZ+8FN5djYPL27BuWP5tOWKMK/A2Vet9sa9thcjAq3Qv4AJCrUoUuM/fMXkopz5PMUndMF288zOIcnX5UhMTzUG3tLwBAngipAlWPkCoA5MhYCeqzT95Sf3uT7SJoozieGdXttC2VOTb2J/eekGMvARsMPfY5tTc+H7Ns3qBatJBqysOHSElqJE/p6SHXC8qUC9JSPEQBAAAVzbiriTd/KqfTmVP5hXeOB8wAUIHyCqlGGKHP5OrZZ7s/tEpjr0YDmwThCKlmIfs2jfLf5yev2251jv4zv+BiVA7tN8nht8MuBbbl4sJQOLSo+cDfNTHulrP7Kdv6Z/s959hulZdC6qCp0JCrTY4h1bLU6+R12n1OE99kWZOTpk15SXxThf2GSr1vtrftsFjBKACwK1XoMsfjY1EY+mbinHbbtmXXrjrtd/5VWY93Z9yT9/QB2/SRUveyxpdiD5JqaX8BAPJWUHsIgEpASBUA8mSs3NH42XS9tLyosYV0XRXk2Nif3HtCIQ3vC2PqTXoTdffAhDL1o1G8kOqKAq4jCctNbPRPbVzYtetZDU/dUTD45SZD71nCIS1+cVmDe+29tebb4ywAAKhWT26P6plNe7tPV56OXFtlOcQxAKCs8g2pRoN6wY91uqUu5bjvaDuvyfsZuhUkpJqFbNs0tuM+v9jhyuznlxKey7v9JDfGypLuTP9F4++59PrAi+pqbbStb3LJ9nsu9n5Mp8CQ6ppfw/vsdaOAh5I5hVTLVK9T2gKPyBXINOR+oicBlw7Hp8u1h9lCvvtS75vtbjtMXT4hVQCFM/R4akh7bMeW/K4hks6rsWBnyvViKUrsHJzuOL35SH6pDH3rv6ADCfOw9wRf4v0FAKgOhFSBqkdIFQAKEZ6V50RST6EZh1HLrcE3sXHZLAWEVNM1SmxyE1+8kGqaBoout+bjrcDfyD/8dOLnBZdSPEQBAACVKxS5nmhPc02weXEcdWsu+yf3AIAyyj+kalpTyP9LdaS8vOBQ4wmP5sJpDv6EVLOQbZvGdtznFztcme380rR5lDKkGr6v25MeXejvUnNK/a5Xc3u3+gacGhkdrd2eVJODpYU8lMwppFqmer12QyMH7SH7Pep0zWjV+jizbzXn/t7Gi/RNZ+TNKXRTyHdf6n2z3W2HhFQBlEZRnsEYd+Tu2rMxj9i5bNtDqnmcnx9flzPhhYK96hv/yvqwxPsLAFAdCKkCVY+QKgAUxNDqzEUdil8MmSVTA3tuDb4pN925NtwnSH4IECnbFFLdMzilx9anqfskUhzNaj/Wre7urcoJ9Q+eXx+ud2RUlzwfyTv1N83M3t26FwUAAFA7Hk1q8Cn7g4xsygGd9t7LsvckAEC5FRZSNa1oztOnxpTj/x51XPAplHwCIKSahWzbNLbjPr+QgF062c7vkWZGOm1/FyklCamu6v60R2c7mmzLcqihrVeDb3nk9QX0+YMV23VN8vpn+z0Xez+mc1djvfbtyK2ta21mRAfj05qlgIeSOYVUy1Wvv4nUqe8mLqfptMbvbbGNK59ppCMWutmvU2NzOYYoC/nuS71vyrXvMwkntW06tG/YL/rdA1AoY3ZUnfZj28ERzeR6cEm+Lox1EFKNIdWU69TEc1FJ9xcAoDoU3A4DYLsRUgWAQqUMNdapkZlH1od2uTX4poZUE98czU1qSLW+36tMA66ULqSavA1pGpp5exUAAAAAdrTCQ6oRxqImh9o3ehaMlzQBLkKqWci2TWM77vNza2/ZWgHbum9Y/qKm1x4rePk1tdl6TnW0nNQblwN6kK5X4Kjk9aqkkGryMvZrYGLJ+mxrqW1l2Q+Hn6LQkGqJ6rVx72O91GRvZ3SosefXmg5lqFjhL3Rl6BnrWLdPPa7PUoP4Wyrkuy/1vinfvk/vsWZHn7ctvxS/CwA70tK4+uoKPLY9ntLgno15JHYQUj6p5+d8QkNbnItqaH8BAPJESBWoeoRUAaBgSQ956l7WeNohtXJr8E0d7n+3Okf/mWePX8kPoup0cORGxrf+ixdSTdrmuj6NJfT+kKah2fGixhaK+kQHAAAAAFBFihJSNa3MaLRnX+I9p1nqjunijYcb99eEVLOQbZvGdtzn59besrVs55emJ9WMbUL5MLQy/aY67EP7N/bJM7dVKDN5/SsppJq8z3JbRmpPqrmFXBMU3JNqqep1WAtXhhKCydGec9tPy+WdVjDWA2h4WfP+j/VG78H1gGrj83J672glr4bDQr77Uu+bcu77dJKXX0gnAgBgs3ZDIwfrbMeXPII2CeeyRvV45rZlxJjUZ1n5hIaSj7cHNTj10Posoob2FwAgT4RUgapHSBXAzvTAp1HnsNz+B9Z/FCLpIc9hlwJPrI8S5NjguzCm3oQG6c17P92U8U+Ndu62zWvzRvyihVSTllt/alxLCXf9q5p3H99YTrQU0AsGAAAAAKDqFS2kKkPh4Mc63WJ/oL1eHG1DurJgzZyQahaybdPYjvv8HNtbtpTt/Na0MPZiUm+9rRqcKkZbU4QxJ89x+9D4TTqeVZgief0rKaSavM9yfCE7OVi6xUvYm8oppFruer2q+9MfytlzIE1v0EmloVP9Lq8CD1atafNRyHdf6n2z3W2Hi/L2N9uW/bSG/d9YnwFAIb7SeN9e2/Ell+uydYkvb2Qa4a8Mlr3qr4+th1nyOVYmn4ue1+isvZ/TGtpfAID8EFIFqh4hVQA7U7QhukiN7QnD/dfrsOum0mZUc23wfXJTrsP1tr+PlL1O+R7n8W5n0jAmu+pf2bRnj2KFVI17YzoRH4LlaTl9tjdfowx9M3FOu+3LiuyXo+5Z3mAFAAAAgB2qeCFV05pCN36lLvvwoNFiDqH9jgJmt4PbEVJNeZm0VkKq23GfX+xwZfbzS+05zKGnBidVlMhD8rC29a/Ku5y+xSlR8vpXUkjVbEYb1r74MnapwelT1r+chDY4q2R8WXxzyeux+fFmu9qvVvVg1qcPBzvk2LVbrS+8pL6ebvX0Dcg58ht9PBXQ4koeG5+ikO++1Ptmu9sOk46bjAAFoGgea3b0eduxbY+63HdyOLatRS4VXlZdbPp8nx0VQ8p1bT69Tt/VWK/t5ZwDF+T/1r49NbS/AAD5IaQKVD1CqgB2JusBVE4N4WkZWp25qEOxi6G6k/LczdRzQa4NviH5h9ttf2+WdEHPrRmzo+qMz8OhpoErm/bIWpyQ6qruek7Gb/rrjnt0N809f2KQdb04jro1R/sAAAAAAOxIxQ2pmh7r7tgrarLdd66X3Wobuqr7RQmp5tazn3HXo+MJ98K1ElLdjvv8Yocrc5jft3/X8IGknno3bRvKXkqIssut+az2YfL6V1ZINSV8m1ObU3IvambJp63sG82MfDdxPlscb7al/cp4qIDnB2pzRI5VZ/+oYLhUCyvsuy/1vtnWtsPkY+7BEc2QUQVQJIk9e+Y6kt5y5Nh9yJq2Tvudfy3OSzJ5WVHAdSS+HXn1dJ4wnH/67amd/QUAyAshVaDqEVIFsDNZD6Dq+saVedD7LBhLmho6bF0I7VHHyGeR2/FMcm3wNfSt/4IOxP/eLA41nb6cNGT+VsK6N9a38Yao4zm5ApvffhcjpGosT2pov9WoUHdco//KsEzjC42deGpjWdHSprMTC2XqEQEAAAAAUEmKH1KNiNy/X3d2phk6u1knnAN6NvrvHB5wpPTo2Kx+76L14RaMBU2cbbNNa5baCamW/z6/2OHKXOb3SAHXc0n1qk4tZ/+s+wVubErbTJYhVWP5mpyH8uilt+j7MYPkkYP2DcufdYrliZa9r6o+vo7rpa7nPc1lHeA0FJ7z6ERjUo+sWx1vylyvjdAtfTT4bKQOROrT6Y9LGFA1Ffjdl3rfbGfb4cKYeh0by80tEAUAW0h+2SXrXtMjEkKd39XITK7D6xeXMefWUdvxMteezhN6p8/0DKuG9hcAIA+EVIGqR0gVwM4U6yXlqR9pYjnf19/XtHz95zpk3XjXdf2X/mEOE5hRHg2+xpw8x21DnJjF0aWR6WwfIkWszsjVuceafrcODf9tyzdEUx6EtP1cvlAO+ynh4V+zTnhmN+mx9olCUz9Ri315Zmk5o/HgY+tvAAAAAAA7RUlCqqbVW3If35d475lQCgl8ZjvM+3qvrk+1Padj/8sW1KulkGrZ7/OLHa7MbX7G0mWdbkoKPO7ar1NjcwWN3pMQ1jBLXZ/G7m02R0PhhWu62HNADQ22AEelhVQjy0kcOei43PM59Dz76K9yxl6Kjpd96nF9plAWiUUj5NfFrsak6SNly+NN+eq1sXBVP+2K9Riby+80X4V+96XeN9vVdmjo8dSQ9sSX2agez1zpg7EAdpDkl12e0omxL7I4ziR2cJJpFLuyMu7Je/qAtR1madewP9vzl72H8806aqmh/QUAyB0hVaDqEVIFsCNtDH9fp5ZT/61ALgHMqFXd97vUY/W64Gh7TZe3bBR9qKnBg7YLp2wafA2t/usdHU0e0qrjl/Jntc5rWvKesYY0dKix5x0FNg3SrksJqZrTdv9Sk9k0/BoPNe16QY3mdI3Pyzn+z60fEhh3Nf7Sftvy1ouj7ZzGbi9n0cgQEV5S4ONhnTz3Ry3QwAAAAAAAVSpyHzv+8vpoIHUva3wp3xdL0zMWPtW5Nnsvk/aSywOOJU0MJN3HOo5o+Ppi5mBi+Gv53+1Xx/Ffazp0J7/A6OMpDe6xLbMiQ6oRZb3Pz6e9ZTO5BvbCujd+2mp7sRXHIZ1616/7WfWAaSgcTqrry17119vnuVttQ1fT99BqPFLw2ts61dGrC5P/0GTC+mf7PRd7P2Zi6NHUj/VUfDk59EIclWF/R4Oqf9tkfz/RyvyfdaF7n3Y1viCX/xOdtz/gzCYUX5Z6nRzi3aOOC76sArj5K8J3X+p9sy1th0nDVzu+J/fct9ZnAFAcyS+7OA5dkP/RFgcp+zFxs1HsysrQ6m23jsd7Kneo8eSHCm55vE3q4bzlrLwLmU/ItbO/AAA5WxpXX0Jm4ohcgcxj3AKoPIRUAexIySFMR+tLess7o8WVrYYGidwwPwjI+9ZLao32oJpDeDN8U66OxAdhu0979XDLm/THCl5+TW32oVKigVPzodZmD+vWFJr+tRWkzebvN6SGVK3S+JyGPD4F0+6nJ1oJXtPoqUNy7GpS++nfyLeQfW8GRsinCx2xHl9txXFAPU6Prs8tp33QZ6wE9dknb6m/3exxdr9eGr+bXcM0AAAAAKDyhOc0dioWRCq8N8pUkXvlG79SV9LLoOsll8Bn+mHHzWBi38iHmgp8oQfRe+ewQguz8nt/q/M9rdp/4h3r3jw5MLpbHa6bW2yroXDApQ778na16LQ3uyGvjaVxnUoKPW69zJjk4ObWbRplu89P095Sf2o8Qw9cWcin/cb+wm5CqVdLj1Oe63MKpQtPGitanPmz3j3/fT09lNQTb9ohzveqa+gD+RdWovvEWFnSrO8jXex/Ri1dP5N37pvI/3+l8b5YL5xmybKXsbzbrfLwaFKDT22EWPY6ryun/jCNL3Xl3HdsPanFyvr+vjT5DwVDVu2K7OP7d/6uT1yn1d7gUPxF85TA99H0QwsnKX29Tj42mKVezUf+XUMjo7rk8cizZflI3mszmo/tg60U6TdU6n1T9rZDc4Srno1edx3PjOp2DkNXA0B2wl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], "metadata": { "id": "YUnRGFvPZNiE" } }, { "cell_type": "markdown", "source": [ "Here are some pandas commands you could use to explore your data.\n", "[.head()](https://pandas.pydata.org/docs/reference/api/pandas.DataFrame.head.html)\n", "[.columns()](https://pandas.pydata.org/docs/reference/api/pandas.DataFrame.columns.html)\n", "[.describe()](https://pandas.pydata.org/docs/reference/api/pandas.DataFrame.describe.html)" ], "metadata": { "id": "7YzgTgOIQaXM" } }, { "cell_type": "code", "source": [ "# Explore the `variables` dataset\n", "#########################################################################################################\n", "# 1. What kind of data is provided in the \"variables\" panda DataFrame?\n", "#########################################################################################################\n", "# Can you print the variable names?\n", "print(variables._______)" ], "metadata": { "id": "yof-5oY_lxKT" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Can you print a table with all the statistics of each variable in the dataframe?\n", "print(variables._________)" ], "metadata": { "id": "PK7q0aDCRCL9" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "There are 25 columns (variables) in the DataFrame. It is probably best to start simple and just use a few variables to make the wildfire prediction.\n", "\n", "Can we use a very simple model to predict wildfires ❓\n", "\n", "A simple model might contain `dem`, `slope`, `veg` and `bioclim`. We can use it as a baseline to evaluate model performance when you use other combinations to train the model.\n", "\n", "However, we cannot tell you which combination would perform the best as we have not done an extensive search while preparing the notebook." ], "metadata": { "id": "FZYhaClmRT1U" } }, { "cell_type": "code", "source": [ "# Here you will filter the DataFrame so that only the variables you want are in the input\n", "############################################################################################################\n", "# 1. Drop down the names of variables you want here so that pandas can do the filtering for you.\n", "############################################################################################################\n", "vars_tokeep = [___,____,____,__name__]" ], "metadata": { "id": "bFxOTEU6JH0t" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "############################################################################################################\n", "# 2. Create a new dataframe 'inputs' with just the variables you want\n", "############################################################################################################\n", "inputs = variables[_______] # Filter 'variables' dataframe\n", "inputs.head # print the first few columns to make sure everything works fine" ], "metadata": { "id": "KsxoaGQoZ2Mt", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "9d19ae32-198c-46bd-fc16-41a774853d82" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "" ] }, "metadata": {}, "execution_count": 27 } ] }, { "cell_type": "markdown", "source": [ "**Q2) To avoid making inaccurate assumptions about which types of vegetation and non-flammable area are most similar, convert your categorical inputs into one-hot vectors.**\n", "\n", "Hint 1: You may use the [`fit_transform`](https://scikit-learn.org/stable/modules/generated/sklearn.preprocessing.OneHotEncoder.html#sklearn.preprocessing.OneHotEncoder.fit_transform) method of `scikit-learn`'s [`OneHotEncoder`](https://scikit-learn.org/stable/modules/generated/sklearn.preprocessing.OneHotEncoder.html) class to convert categorical inputs into one-hot vectors.\n", "\n", "Hint 2: Don't forget to remove the categorical variables from your input dataset, e.g. using [`drop`](https://geopandas.org/en/stable/docs/reference/api/geopandas.GeoDataFrame.html) if you are still using a `GeoDataFrame`, or [`del`](https://docs.python.org/3/reference/simple_stmts.html#the-del-statement)/[`pop`](https://docs.python.org/3/library/stdtypes.html#dict.pop) if you are working with a Python dictionary.\n", "\n", "Hint 3: There are numerous ways to change the categorical data into one-hot vectors. It is quite easy to do in `pandas`, but scikit-learn also provides some transformers that could be useful, including [.ColumnTransformer()](https://scikit-learn.org/stable/modules/generated/sklearn.compose.ColumnTransformer.html) and [Pipeline()](https://scikit-learn.org/stable/modules/generated/sklearn.pipeline.Pipeline.html).\n", "\n", "In the guided reading, you have seen how these functions are used. Try experiment with them and see if you prefer using these scikit transformers or pandas." ], "metadata": { "id": "8kyyuC3QaQxA" } }, { "cell_type": "code", "source": [ "############################################################################################################\n", "# 1. Import OneHotEncoder for 'veg' and 'bioclim' data, and pandas\n", "############################################################################################################\n", "from sklearn._____________ import OneHotEncoder\n", "import pandas as pd\n", "############################################################################################################\n", "# 2. Initiate OneHotEncoder object, set the 'sparse' option to False\n", "############################################################################################################\n", "enc = OneHotEncoder(____=____)" ], "metadata": { "id": "aqY2Wa76dV9F" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "############################################################################################################\n", "# 3. Convert categorical variables into one-hot vectors\n", "############################################################################################################\n", "# Convert categorical variables with 'enc'\n", "veg_onehot = enc.__________(variables[[______]])\n", "bioclim_onehot = enc.__________(variables[[______]])\n", "# Convert 'veg_onehot' and 'bioclim_onehot' to pandas DataFrames\n", "veg_transform = _____________(________) # veg\n", "bio_transform = _____________(________) # bioclim\n", "\n", "############################################################################################################\n", "# 4. Print the shape of 'veg_transform'\n", "############################################################################################################\n", "print(_______________)\n", "# Don't change these!\n", "veg_transform= veg_transform.add_prefix('v_')\n", "bio_transform= bio_transform.add_prefix('b_')" ], "metadata": { "id": "7SBkZFsAdZrC", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "44d0b3be-50e1-4d56-c340-6568fdda4444" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Input (528669, 7)\n" ] } ] }, { "cell_type": "code", "source": [ "############################################################################################################\n", "# 5. Convert 'inputs' into Panda DataFrame\n", "############################################################################################################\n", "inputs_gdf = ___________(_____)\n", "############################################################################################################\n", "# 6. Add 'veg_transform' and 'bio_transform' into the inputs DataFrame\n", "############################################################################################################\n", "inputs_gdf = inputs_gdf.___(___________)\n", "inputs_gdf = inputs_gdf.___(____________)" ], "metadata": { "id": "APaJSIZkddWl" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "############################################################################################################\n", "# 7. Use .drop() to delete 'veg' and 'bioclim' from DataFrame\n", "############################################################################################################\n", "inputs_gdf.drop(_____=[____,_____])" ], "metadata": { "id": "s0s6FsMgdhDB" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Now that we built our `inputs` dataset, we are ready to build our `outputs` dataset!" ], "metadata": { "id": "5ATvp1GcehZn" } }, { "cell_type": "markdown", "source": [ "**Q3) Using the `point_index` column of `wildfires` and `variables`, create your `outputs` dataset, containing 1 when there was a wildfire and 0 otherwise.**\n", "\n", "Hint: Check that `inputs` and `outputs` have the same number of cases by looking at their `.shape[0]` attribute." ], "metadata": { "id": "7pMr1dmHeHli" } }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 1. Use numpy to initialize an outputs array with the same shape as the 'point_index' column in the variables table\n", "#####################################################################################################################\n", "outputs = np.zeros_like(_______[________])\n", "#####################################################################################################################\n", "# 2. Pull out the indices of wildfire locations from the pandas DataFrame 'wildfires'\n", "#####################################################################################################################\n", "wildfiresindex = ________.______" ], "metadata": { "id": "JBT243aVgP8G" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 3. Fill the zero array with ones if a fire broke out at a specific location index.\n", "# Here you can use a for loop for this task\n", "#####################################################################################################################\n", "for ___ in ____________:\n", " outputs[___] = 1" ], "metadata": { "id": "Y5uyGucigkyw" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 4. Check that `inputs` and `outputs` have the same shape[0]\n", "#####################################################################################################################" ], "metadata": { "id": "ULItFBjago8-" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "**Q4) Separate your `inputs` and `outputs` datasets into a training and a test set. Keep at least 20% of the dataset for testing.**\n", "\n", "Hint 1: You may use `scikit-learn`'s [`train_test_split`](https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.train_test_split.html) function.\n", "\n", "Hint 2: If you are considering optimizing the hyperparameters of your classifier, form a validation dataset as well.\n", "\n", "Hint 3: We recommend performing the split on the indices so that it is easier to track what points are in which dataset after splitting. You will have an easier time when plotting the susceptibility map." ], "metadata": { "id": "vfD1Y5hdhR-G" } }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 1. Import train_test_split()\n", "#####################################################################################################################\n", "from sklearn._______________ import train_test_split" ], "metadata": { "id": "u3dUqczdiNIf" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 2. Create a list with all indices in the input [0,1,2,...]\n", "#####################################################################################################################\n", "all_indices = list(range(len(inputs_gdf)))\n", "\n", "#####################################################################################################################\n", "# 3. Convert the inputs_gdf dataframe to numpy array\n", "#####################################################################################################################\n", "inputs_gdf = inputs_gdf.to_numpy()\n", "\n", "#####################################################################################################################\n", "# 4. Apply train_test_split on 'all_indices', and store training indices in 'indx_train', test indices in 'indx_test'\n", "#####################################################################################################################\n", "____,______ = _________________(____________,test_size=______,random_state=42)\n", "\n", "#####################################################################################################################\n", "# 5. Create training and test sets with indx_train and indx_test\n", "#####################################################################################################################\n", "____,____,___,___ = ____________[___________],_______[________],______[________],_______[__________]" ], "metadata": { "id": "wNNoyGjCimZN" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Check the shape of your training(/validation)/test sets\n", "# and make sure you kept at least 20% of your dataset for testing" ], "metadata": { "id": "RLOnhHSpi_Wm", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "a9896d73-7791-4ea7-96f2-94a20fbce5bf" }, "execution_count": null, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "(396501, 16) (132168, 16)\n" ] } ] }, { "cell_type": "markdown", "source": [ "Congratulations, you have created a viable wildfire dataset to train a machine learning classifier! 😃 Now let's get started 🔥" ], "metadata": { "id": "IQpd8VByguVT" } }, { "cell_type": "markdown", "source": [ "### Part II: Training and Benchmarking the Machine Learning Classifiers" ], "metadata": { "id": "k9H_bQ6Eg-oN" } }, { "cell_type": "markdown", "source": [ "**Q5) Now comes the machine learning fun! 🤖 Train multiple classifiers on your newly-formed training set, and make sure that at least one has the `predict_proba` method once trained.**\n", "\n", "Hint: You may train a [`RandomForestClassifier`](https://scikit-learn.org/stable/modules/generated/sklearn.ensemble.RandomForestClassifier.html) or an [`ExtraTreesClassifier`](https://scikit-learn.org/stable/modules/generated/sklearn.ensemble.ExtraTreesClassifier.html), but we encourage you to be creative and include additional classifiers you find promising! 💻" ], "metadata": { "id": "CxOk8MSMhOgi" } }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 1. Import RandomForestClassifier\n", "#####################################################################################################################\n", "from sklearn.__________ import RandomForestClassifier\n", "#####################################################################################################################\n", "# 2. Convert X_train and X_test into pandas DataFrame\n", "#####################################################################################################################\n", "X_train = ____________(_______)\n", "X_test = _____________(_______)" ], "metadata": { "id": "jvFh9Q8On87V" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "X_train" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 424 }, "id": "UhO6zQdbfWqL", "outputId": "5f0067ba-d59b-474e-fa31-c5576f1433cd" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ " 0 1 2 3 4 5 6 7 8 9 10 11 12 \\\n", "0 545 15.253697 34 8 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 \n", "1 213 19.419361 32 8 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 \n", "2 484 22.660355 37 8 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 \n", "3 376 17.878534 32 8 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 \n", "4 1241 8.114972 32 26 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 \n", "... ... ... .. .. ... ... ... ... ... ... ... ... ... \n", "396496 695 21.491549 34 15 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 1.0 \n", "396497 254 14.585821 32 8 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 \n", "396498 237 8.356695 32 8 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 \n", "396499 917 14.110499 33 15 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 1.0 \n", "396500 556 24.595417 32 8 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 \n", "\n", " 13 14 15 \n", "0 0.0 1.0 0.0 \n", "1 0.0 1.0 0.0 \n", "2 0.0 1.0 0.0 \n", "3 0.0 1.0 0.0 \n", "4 1.0 0.0 0.0 \n", "... ... ... ... \n", "396496 0.0 0.0 0.0 \n", "396497 0.0 1.0 0.0 \n", "396498 0.0 1.0 0.0 \n", "396499 0.0 0.0 0.0 \n", "396500 0.0 1.0 0.0 \n", "\n", "[396501 rows x 16 columns]" ], "text/html": [ "\n", "
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Initiate RF classifier and fit it on training set\n", "#####################################################################################################################\n", "rfc = _____________\n", "rfc.___(_____,_____)" ], "metadata": { "id": "AeDdN5jZn_In", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "5d7438ff-c7f7-496f-fa66-5ed6c8f299a0" }, "execution_count": null, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "RandomForestClassifier()" ] }, "metadata": {}, "execution_count": 71 } ] }, { "cell_type": "code", "source": [ "# (Optional) Conduct a hyperparameter search on the validation set\n", "# e.g., using scikit-learn's RandomizedSearchCV" ], "metadata": { "id": "tULxe2tQoCDm" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "**Q6) Compare the performance and confusion matrices of your classifiers on the test set. Which classifier performs best in your case?**\n", "\n", "Hint 1: You may use the [`accuracy_score`](https://scikit-learn.org/stable/modules/generated/sklearn.metrics.accuracy_score.html) to quantify your classifier's performance, but don't forget there are [many other performance metrics to benchmark binary classifiers](https://scikit-learn.org/stable/modules/model_evaluation.html#classification-metrics).\n", "\n", "Hint 2: You can directly calculate the confusion matrix using `scikit-learn`'s [`confusion_matrix` function](https://scikit-learn.org/stable/modules/generated/sklearn.metrics.confusion_matrix.html)." ], "metadata": { "id": "uiL9QPr2oQfS" } }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 1. Import accuracy_score, confusion_matrix, and ConfusionMatrixDisplay\n", "#####################################################################################################################\n", "from sklearn._____ import ___________\n", "from sklearn.____ import _____________, ___________________" ], "metadata": { "id": "ZG_l2MKDqhaL" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 2. Use rfc to make prediction on test set\n", "#####################################################################################################################\n", "rfc_preds = rfc.________(_____)" ], "metadata": { "id": "y0i2C_Wtqob4" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 3. Use accuracy_score to infer trained classifier performance\n", "#####################################################################################################################\n", "rfc_acc = ____________(_____, ________)" ], "metadata": { "id": "_a7aNZAMqsh4" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 4. Plot the confusion matrix\n", "#####################################################################################################################\n", "cm = confusion_matrix(______, _______, normalize=____) # Get a confusion matrix 'cm', use 'pred' for the normalize option\n", "disp = _________________(_____________ = cm) # Use ConfusionMatrixDisplay to visualize 'cm'\n", "disp.plot()" ], "metadata": { "id": "llM8I_-mqvUq" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "For comparison, below is the confusion matrix obtained by the paper's authors:\n", "\n", "\n", "![download 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)" ], "metadata": { "id": "6gtn4Eq8qwx1" } }, { "cell_type": "markdown", "source": [ "### Part III: Making the Susceptibility Map" ], "metadata": { "id": "RsVEMrnaq-SD" } }, { "cell_type": "markdown", "source": [ "**Q7) Using all the classifiers you trained that have a `predict_proba` method, predict the probability of a wildfire over the entire dataset.**\n", "\n", "Hint: `predict_proba` will give you the probability of both the presence and absence of a wildfire, so you will have to select the right probability." ], "metadata": { "id": "N9zkf7ULrDin" } }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 1. Predict the probability of a wildfire or not on the *entire* dataset\n", "#####################################################################################################################\n", "predprob_rf = rfc.________(_______) # Use .predict_proba in the 'rfc' classifier to process the entire dataset" ], "metadata": { "id": "cNQ3Mr-gswlC" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "#####################################################################################################################\n", "# 2. Extract the probability of a wildfire happening over the entire period of the dataset for each instance\n", "#####################################################################################################################\n", "rf_testprob_fire = _______[____] # Hint: predprob_rf shape = [:,2], select the second column" ], "metadata": { "id": "4ELS68TcszF4" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "**Q8) Make the susceptibility map 🔥**\n", "\n", "Hint 1: The `x` and `y` coordinates for the map can be extracted from the `variables` dataset.\n", "\n", "Hint 2: You can simply [`scatter`](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.scatter.html) `x` versus `y`, and color the dots according to their probabilities (`c`=probability of a wildfire) to get the susceptibility map." ], "metadata": { "id": "8pvo3Gqls79M" } }, { "cell_type": "code", "source": [ "# Scatter ['x'] vs ['y'] columns in the entire dataframe and color the dots with the predicted probability 'rf_testprob_fire'\n", "# to make the susceptibility map\n", "\n", "import matplotlib.pyplot as plt\n", "fig,ax = plt._______(____,figsize=(6+5,4+2))\n", "cmploy = ax.scatter(_________,_____________,s=5,c=____________,cmap='viridis')\n", "plt.colorbar(cmploy,ax=___)\n", "ax.set_title('Wildfire Susceptibility Map (RF)')\n", "ax.set_ylabel('Y',size=13)\n", "ax.set_xlabel('X',size=13)\n", "ax.tick_params(axis='both', which='major', labelsize=11)\n", "plt.show()" ], "metadata": { "id": "nrm4zmeUuN_m", "colab": { "base_uri": "https://localhost:8080/", "height": 407 }, "outputId": "19766906-dcbf-4b48-a8af-623d3b19bb5a" }, "execution_count": null, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": 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\n" }, "metadata": { "needs_background": "light" } } ] }, { "cell_type": "markdown", "source": [ "You should get a susceptibility map that looks like the one below. Does your susceptibility map depend on the classifier & the inputs you chose? Which map would you trust most?" ], "metadata": { "id": "r-38jFkjusCQ" } }, { "cell_type": "markdown", "source": [ "![download 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)" ], "metadata": { "id": "S75jEZ8tuvy-" } }, { "cell_type": "markdown", "source": [ "It seems like our model was too simple to generate a useful map 😞 .\n", "Your TA actually experimented training a RandomForest model with 10 variables and got a 91% accuracy!\n", "\n", "So you should definitely try combinations of different variables to get a map that is better than what you just got.\n", "\n" ], "metadata": { "id": "EWnfG58djdyl" } }, { "cell_type": "markdown", "source": [ "## Bonus Exercise 4: Exploring the Susceptibility Map's Sensitivity to Seasonality and Input Selection" ], "metadata": { "id": "lSRYIwj8vFsF" } }, { "cell_type": "markdown", "source": [ "![josh-hild-N3e9vYJGZ1w-unsplash 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)" ], "metadata": { "id": "dbuELkq7xNHr" } }, { "cell_type": "markdown", "source": [ "**Caption:** The Liguria region (Cinque Terre), after you save it from raging wildfires using machine learning ✌" ], "metadata": { "id": "Inuu72YLxRE_" } }, { "cell_type": "markdown", "source": [ "### Part I: Seasonality" ], "metadata": { "id": "hs3f2Qp4yTl4" } }, { "cell_type": "markdown", "source": [ "**Q1) Using the `season` column of `wildfires`, separate your data into two seasonal datasets (1=Winter, 2=Summer).**\n", "\n", "Hint: When splitting your `inputs` into two seasonal datasets, keep in mind that `temp_1` and `prec_1` are the climatological mean temperatures and precipitation during winter, while `temp_2` and `prec_2` are the climatological mean temperature and precipitation during summer. " ], "metadata": { "id": "xNRxGjwixy1k" } }, { "cell_type": "code", "source": [ "# Identify indices for which the wildfires occured during winter/summer" ], "metadata": { "id": "iNBUVyJ62gR_" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Use these indices to split your `inputs` and `outputs` datasets\n", "# into two seasonal datasets" ], "metadata": { "id": "pkgyosSh2obh" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Verify that for each season, the shape[0] of your\n", "# `inputs` and `outputs` sets are the same" ], "metadata": { "id": "G_dZykVw2uZm" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "**Q2) Use these two seasonal datasets to make the Liguria winter and summer susceptibility maps using your best classifier(s). What do you notice?**\n", "\n", "Hint: Feel free to recycle as much code as you can from [the previous exercise](#previous_ex). For instance, you may build a library of functions that directly train the classifier(s) and output susceptibility maps!" ], "metadata": { "id": "-lL6LZdb20Vx" } }, { "cell_type": "code", "source": [ "# So" ], "metadata": { "id": "pD3CbNT33gMK" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Much" ], "metadata": { "id": "Tbrmjv7X3hdy" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Recycling" ], "metadata": { "id": "n9o6pANo3ihL" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Compare the winter and summer susceptibility maps" ], "metadata": { "id": "ZL8FmS8K3jgk" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "### Part II: Input Selection" ], "metadata": { "id": "UrJxoGayyaDA" } }, { "cell_type": "markdown", "source": [ "The details of the susceptibility map may strongly depend on the inputs you chose from the `variables` dataset. Here, we explore two different ways of selecting inputs to make our susceptibility maps as robust as possible." ], "metadata": { "id": "pEwxSZFp36Va" } }, { "cell_type": "markdown", "source": [ "**Q3) Using your best classifier, identify the inputs contributing the most to your model's performance using [permutation feature importance](https://scikit-learn.org/stable/modules/permutation_importance.html).**\n", "\n", "Hint: You may use `scikit-learn`'s [`permutation_importance` function](https://scikit-learn.org/stable/modules/generated/sklearn.inspection.permutation_importance.html) using your best classifier as your `estimator`." ], "metadata": { "id": "2kJtsIlG4Na2" } }, { "cell_type": "code", "source": [ "# Import the necessary functions and classes" ], "metadata": { "id": "1KHSed3e5If1" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Calculate the permutation importance of each of your model's inputs" ], "metadata": { "id": "yfCmmEQq5eV7" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [], "metadata": { "id": "0b8FQQbNkGTk" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Display the result and identify the most important inputs" ], "metadata": { "id": "DHrEfHbH5y1a" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "**Q4) Retrain the same type of classifier only using the inputs you identified as most important, and display the new susceptibility map.**\n", "\n", "Hint: Feel free to recycle as much code as you can from [the previous exercise](#previous_ex). For instance, you may build a library of functions that directly train the classifier(s) and output susceptibility maps!" ], "metadata": { "id": "rPrsTIxL5ojd" } }, { "cell_type": "code", "source": [ "# Lots" ], "metadata": { "id": "tuvwmmxC6JVT" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# of" ], "metadata": { "id": "D0DcH8GZ6KMN" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# recycling" ], "metadata": { "id": "dm1qKvC56K0M" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Make the new susceptibility map" ], "metadata": { "id": "hKxe7c4l6MEZ" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Can you explain the differences in susceptibility maps based on the inputs' spatial distribution?" ], "metadata": { "id": "g6759OUA6Op7" } }, { "cell_type": "markdown", "source": [ "If the susceptibility map changed a lot, our best classifier may initially have learned spurious correlations. This would have affected our permutation feature importance analysis, and motivates re-selecting our inputs from scratch! 🔨" ], "metadata": { "id": "AiRi1vpA6gBt" } }, { "cell_type": "markdown", "source": [ "**Q5) Use the [`SequentialFeatureSelector`](https://scikit-learn.org/stable/modules/generated/sklearn.feature_selection.SequentialFeatureSelector.html) to select the most important inputs. Select as few as possible!**\n", "\n", "Hint: Track how the score improves as you add more and more inputs via `n_features_to_select`, and stop when it's \"good enough\"." ], "metadata": { "id": "qLgODpm76zDn" } }, { "cell_type": "code", "source": [ "# Import the SequentialFeatureSelector" ], "metadata": { "id": "n5p3MH9A7UW5" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# Add more and more inputs" ], "metadata": { "id": "OLUc8d_T7X5r" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# How many inputs do you need to get a \"good enough\" score?" ], "metadata": { "id": "ftzywy9l7h8l" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "Which inputs have you identified as the most important? Are they the same as the ones you selected using permutation feature importance?" ], "metadata": { "id": "L4CZqo-P7ldf" } }, { "cell_type": "markdown", "source": [ "**Q6) Retrain the same type of classifier using as little inputs as possible, and display the new susceptibility map.**\n", "\n", "Hint: Feel free to recycle as much code as you can from [the previous exercise](#previous_ex). For instance, you may build a library of functions that directly train the classifier(s) and output susceptibility maps!" ], "metadata": { "id": "C5JNYai670rv" } }, { "cell_type": "code", "source": [ "# Recycle your previous code here" ], "metadata": { "id": "eaNblgGn8BeJ" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# and here" ], "metadata": { "id": "pctrCYMt8Ee0" }, "execution_count": null, "outputs": [] }, { "cell_type": "code", "source": [ "# And remake the final susceptibility map" ], "metadata": { "id": "uCxqVCPf8FKv" }, "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "source": [ "How does it compare to the authors' susceptibility map below?" ], "metadata": { "id": "tcfhBifG8HxB" } }, { "cell_type": "markdown", "source": [ "![download (3).png](data:image/png;base64,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)" ], "metadata": { "id": "VIqNB_f08Kw0" } } ] }