{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "81ff8ab3",
   "metadata": {},
   "source": [
    "# 02 - Results, evaluation and interpretation\n",
    "**Primary analysis (fixed in advance):** models tuned with `TimeSeriesSplit(5)` CV on 2015-2017, selected on 2018,\n",
    "refitted on 2015-2018 and scored **once** on 2019 (`src/train.py`, `src/evaluate.py`).\n",
    "**Robustness analysis:** a rolling-origin evaluation over the 2017-2019 seasons at 1-3 day horizons (`src/robustness.py`).\n",
    "It was added after the primary result, to test whether that result generalises, and it changes the conclusion."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "c2b7f406",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.208036Z",
     "iopub.status.busy": "2026-11-15T10:57:59.207836Z",
     "iopub.status.idle": "2026-11-15T10:57:59.400630Z",
     "shell.execute_reply": "2026-11-15T10:57:59.400071Z"
    }
   },
   "outputs": [],
   "source": [
    "import sys, json, warnings\n",
    "from pathlib import Path\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "sys.path.insert(0, str(Path.cwd().parent / \"src\"))\n",
    "import pandas as pd, numpy as np\n",
    "from IPython.display import Image, display\n",
    "import config as C\n",
    "pd.set_option(\"display.precision\", 2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d332e3e3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.402069Z",
     "iopub.status.busy": "2026-11-15T10:57:59.401894Z",
     "iopub.status.idle": "2026-11-15T10:57:59.412356Z",
     "shell.execute_reply": "2026-11-15T10:57:59.411918Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Selected on validation: RandomForest {'RandomForest': 20.601, 'HistGB': 20.665, 'Ridge': 22.971}\n"
     ]
    },
    {
     "data": {
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       "<div>\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>alpha</th>\n",
       "      <th>cv_mae</th>\n",
       "      <th>max_depth</th>\n",
       "      <th>max_features</th>\n",
       "      <th>min_samples_leaf</th>\n",
       "      <th>n_estimators</th>\n",
       "      <th>l2_regularization</th>\n",
       "      <th>learning_rate</th>\n",
       "      <th>max_iter</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Ridge/no_fires</th>\n",
       "      <td>100.0</td>\n",
       "      <td>31.50</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Ridge/with_fires</th>\n",
       "      <td>100.0</td>\n",
       "      <td>31.15</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>RandomForest/no_fires</th>\n",
       "      <td>NaN</td>\n",
       "      <td>29.90</td>\n",
       "      <td>10.0</td>\n",
       "      <td>0.5</td>\n",
       "      <td>3.0</td>\n",
       "      <td>300.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>RandomForest/with_fires</th>\n",
       "      <td>NaN</td>\n",
       "      <td>30.07</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0.5</td>\n",
       "      <td>3.0</td>\n",
       "      <td>300.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HistGB/no_fires</th>\n",
       "      <td>NaN</td>\n",
       "      <td>30.93</td>\n",
       "      <td>3.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>20.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.03</td>\n",
       "      <td>200.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>HistGB/with_fires</th>\n",
       "      <td>NaN</td>\n",
       "      <td>30.71</td>\n",
       "      <td>3.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>20.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.03</td>\n",
       "      <td>500.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                         alpha  cv_mae  max_depth  max_features  \\\n",
       "Ridge/no_fires           100.0   31.50        NaN           NaN   \n",
       "Ridge/with_fires         100.0   31.15        NaN           NaN   \n",
       "RandomForest/no_fires      NaN   29.90       10.0           0.5   \n",
       "RandomForest/with_fires    NaN   30.07        NaN           0.5   \n",
       "HistGB/no_fires            NaN   30.93        3.0           NaN   \n",
       "HistGB/with_fires          NaN   30.71        3.0           NaN   \n",
       "\n",
       "                         min_samples_leaf  n_estimators  l2_regularization  \\\n",
       "Ridge/no_fires                        NaN           NaN                NaN   \n",
       "Ridge/with_fires                      NaN           NaN                NaN   \n",
       "RandomForest/no_fires                 3.0         300.0                NaN   \n",
       "RandomForest/with_fires               3.0         300.0                NaN   \n",
       "HistGB/no_fires                      20.0           NaN                1.0   \n",
       "HistGB/with_fires                    20.0           NaN                1.0   \n",
       "\n",
       "                         learning_rate  max_iter  \n",
       "Ridge/no_fires                     NaN       NaN  \n",
       "Ridge/with_fires                   NaN       NaN  \n",
       "RandomForest/no_fires              NaN       NaN  \n",
       "RandomForest/with_fires            NaN       NaN  \n",
       "HistGB/no_fires                   0.03     200.0  \n",
       "HistGB/with_fires                 0.03     500.0  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sel = json.loads((C.METRICS / \"model_selection.json\").read_text())\n",
    "summ = json.loads((C.METRICS / \"summary.json\").read_text())\n",
    "best = sel[\"selected_model\"]\n",
    "print(\"Selected on validation:\", best, sel[\"family_val_mae\"])\n",
    "pd.DataFrame({k: v[\"best_params\"] | {\"cv_mae\": v[\"cv_mae\"]} for k, v in sel[\"cv\"].items()}).T"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "adae3853",
   "metadata": {},
   "source": [
    "## Split and leakage controls\n",
    "```\n",
    "2015 ---- 2016 ---- 2017 | 2018 | 2019 | 2020 H1\n",
    "   TRAIN (CV, 5 folds)    | VAL  | TEST | extra (COVID shift)\n",
    "```\n",
    "* The split is by **date predicted** (t+1), not random. Neighbouring days are almost identical, so a random split leaks.\n",
    "* Imputation and scaling are inside sklearn Pipelines, fitted per CV fold.\n",
    "* `tests/test_features.py` scrambles all data after a cut-off day and asserts that no feature on or before that day changes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "87e93fdf",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.413473Z",
     "iopub.status.busy": "2026-11-15T10:57:59.413373Z",
     "iopub.status.idle": "2026-11-15T10:57:59.420319Z",
     "shell.execute_reply": "2026-11-15T10:57:59.419918Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "\n",
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       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>model</th>\n",
       "      <th>variant</th>\n",
       "      <th>overall_MAE</th>\n",
       "      <th>fire_season_MAE</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Persistence</td>\n",
       "      <td>baseline</td>\n",
       "      <td>23.40</td>\n",
       "      <td>42.94</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>SeasonalMean</td>\n",
       "      <td>baseline</td>\n",
       "      <td>34.89</td>\n",
       "      <td>65.77</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Ridge</td>\n",
       "      <td>no_fires</td>\n",
       "      <td>23.12</td>\n",
       "      <td>41.75</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Ridge</td>\n",
       "      <td>with_fires</td>\n",
       "      <td>22.82</td>\n",
       "      <td>39.91</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>RandomForest</td>\n",
       "      <td>no_fires</td>\n",
       "      <td>20.60</td>\n",
       "      <td>35.49</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>RandomForest</td>\n",
       "      <td>with_fires</td>\n",
       "      <td>20.60</td>\n",
       "      <td>34.39</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>HistGB</td>\n",
       "      <td>no_fires</td>\n",
       "      <td>20.67</td>\n",
       "      <td>36.59</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>HistGB</td>\n",
       "      <td>with_fires</td>\n",
       "      <td>20.66</td>\n",
       "      <td>37.61</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          model     variant  overall_MAE  fire_season_MAE\n",
       "0   Persistence    baseline        23.40            42.94\n",
       "1  SeasonalMean    baseline        34.89            65.77\n",
       "2         Ridge    no_fires        23.12            41.75\n",
       "3         Ridge  with_fires        22.82            39.91\n",
       "4  RandomForest    no_fires        20.60            35.49\n",
       "5  RandomForest  with_fires        20.60            34.39\n",
       "6        HistGB    no_fires        20.67            36.59\n",
       "7        HistGB  with_fires        20.66            37.61"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "val = pd.read_csv(C.METRICS / \"validation_metrics.csv\")\n",
    "val[[\"model\", \"variant\", \"overall_MAE\", \"fire_season_MAE\"]]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "418e7370",
   "metadata": {},
   "source": [
    "**Model selection.** The rule was fixed in advance: lowest *mean* validation MAE over the with- and without-fires\n",
    "variants, so the choice does not favour either side of the fire comparison. Random Forest (20.60) narrowly beat HistGB\n",
    "(20.67). The test-set ranking (below) turns out slightly different. We keep the pre-registered choice rather than\n",
    "switching after seeing the test result."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dad5f1f1",
   "metadata": {},
   "source": [
    "## Test-year results (2019)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "0ef38a0e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.421310Z",
     "iopub.status.busy": "2026-11-15T10:57:59.421218Z",
     "iopub.status.idle": "2026-11-15T10:57:59.431714Z",
     "shell.execute_reply": "2026-11-15T10:57:59.431248Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "    }\n",
       "\n",
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       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr:last-of-type th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th colspan=\"2\" halign=\"left\">MAE</th>\n",
       "      <th colspan=\"2\" halign=\"left\">R2</th>\n",
       "      <th colspan=\"2\" halign=\"left\">RMSE</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th>scope</th>\n",
       "      <th>fire_season</th>\n",
       "      <th>overall</th>\n",
       "      <th>fire_season</th>\n",
       "      <th>overall</th>\n",
       "      <th>fire_season</th>\n",
       "      <th>overall</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>model</th>\n",
       "      <th>variant</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"2\" valign=\"top\">HistGB</th>\n",
       "      <th>no_fires</th>\n",
       "      <td>50.99</td>\n",
       "      <td>24.36</td>\n",
       "      <td>0.54</td>\n",
       "      <td>0.78</td>\n",
       "      <td>77.90</td>\n",
       "      <td>39.97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>with_fires</th>\n",
       "      <td>47.30</td>\n",
       "      <td>23.43</td>\n",
       "      <td>0.56</td>\n",
       "      <td>0.79</td>\n",
       "      <td>76.31</td>\n",
       "      <td>38.84</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Persistence</th>\n",
       "      <th>baseline</th>\n",
       "      <td>54.45</td>\n",
       "      <td>27.95</td>\n",
       "      <td>0.46</td>\n",
       "      <td>0.71</td>\n",
       "      <td>84.08</td>\n",
       "      <td>46.38</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"2\" valign=\"top\">RandomForest</th>\n",
       "      <th>no_fires</th>\n",
       "      <td>52.97</td>\n",
       "      <td>25.28</td>\n",
       "      <td>0.52</td>\n",
       "      <td>0.77</td>\n",
       "      <td>79.38</td>\n",
       "      <td>40.72</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>with_fires</th>\n",
       "      <td>50.57</td>\n",
       "      <td>25.30</td>\n",
       "      <td>0.57</td>\n",
       "      <td>0.78</td>\n",
       "      <td>74.85</td>\n",
       "      <td>40.26</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th rowspan=\"2\" valign=\"top\">Ridge</th>\n",
       "      <th>no_fires</th>\n",
       "      <td>56.43</td>\n",
       "      <td>27.31</td>\n",
       "      <td>0.38</td>\n",
       "      <td>0.72</td>\n",
       "      <td>90.24</td>\n",
       "      <td>45.15</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>with_fires</th>\n",
       "      <td>57.80</td>\n",
       "      <td>27.22</td>\n",
       "      <td>0.38</td>\n",
       "      <td>0.72</td>\n",
       "      <td>90.45</td>\n",
       "      <td>45.21</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SeasonalMean</th>\n",
       "      <th>baseline</th>\n",
       "      <td>97.17</td>\n",
       "      <td>43.61</td>\n",
       "      <td>-0.07</td>\n",
       "      <td>0.48</td>\n",
       "      <td>118.31</td>\n",
       "      <td>61.69</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                MAE                  R2                RMSE  \\\n",
       "scope                   fire_season overall fire_season overall fire_season   \n",
       "model        variant                                                          \n",
       "HistGB       no_fires         50.99   24.36        0.54    0.78       77.90   \n",
       "             with_fires       47.30   23.43        0.56    0.79       76.31   \n",
       "Persistence  baseline         54.45   27.95        0.46    0.71       84.08   \n",
       "RandomForest no_fires         52.97   25.28        0.52    0.77       79.38   \n",
       "             with_fires       50.57   25.30        0.57    0.78       74.85   \n",
       "Ridge        no_fires         56.43   27.31        0.38    0.72       90.24   \n",
       "             with_fires       57.80   27.22        0.38    0.72       90.45   \n",
       "SeasonalMean baseline         97.17   43.61       -0.07    0.48      118.31   \n",
       "\n",
       "                                 \n",
       "scope                   overall  \n",
       "model        variant             \n",
       "HistGB       no_fires     39.97  \n",
       "             with_fires   38.84  \n",
       "Persistence  baseline     46.38  \n",
       "RandomForest no_fires     40.72  \n",
       "             with_fires   40.26  \n",
       "Ridge        no_fires     45.15  \n",
       "             with_fires   45.21  \n",
       "SeasonalMean baseline     61.69  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tm = pd.read_csv(C.METRICS / \"test_metrics.csv\")\n",
    "tm.pivot_table(index=[\"model\", \"variant\"], columns=\"scope\", values=[\"MAE\", \"RMSE\", \"R2\"]).round(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "6a7d3d2b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.432723Z",
     "iopub.status.busy": "2026-11-15T10:57:59.432634Z",
     "iopub.status.idle": "2026-11-15T10:57:59.445730Z",
     "shell.execute_reply": "2026-11-15T10:57:59.445289Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Image(C.FIGURES / \"R1_model_comparison.png\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3fc56758",
   "metadata": {},
   "source": [
    "**What this shows.**\n",
    "* **G1 - beat persistence: met.** The selected Random Forest (with fires) has MAE 25.3 vs 28.0 for persistence overall\n",
    "  (-9.5%), and 50.6 vs 54.5 in the burning season. HistGB is a little better still (23.4 / 47.3).\n",
    "* The seasonal-mean baseline is far worse (43.6). Knowing the month is not enough; yesterday's air is the key information.\n",
    "* Burning-season errors are about 2x the annual errors. This is the hardest period to forecast, and the one that matters most.\n",
    "* Ridge does not beat persistence in the burning season: the relationships there are non-linear (thresholds, interactions)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "a27cea74",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.446996Z",
     "iopub.status.busy": "2026-11-15T10:57:59.446891Z",
     "iopub.status.idle": "2026-11-15T10:57:59.449865Z",
     "shell.execute_reply": "2026-11-15T10:57:59.449459Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Image(C.FIGURES / \"R2_test_season_forecast.png\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c1e34ae7",
   "metadata": {},
   "source": [
    "**What this shows.** All forecasts follow the observed curve with roughly a **one-day lag**. They react to a spike\n",
    "after it has started rather than anticipating it. The models are visibly smoother than persistence. They avoid\n",
    "persistence's big overshoots after a spike collapses (e.g. 4-5 Nov), which is where most of their MAE gain comes from.\n",
    "Sudden jumps such as 3 Nov (320 -> 582) are missed by every model."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc1f840e",
   "metadata": {},
   "source": [
    "## G2 - Do fire features help? (the core question)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "d07b5fe9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.450964Z",
     "iopub.status.busy": "2026-11-15T10:57:59.450879Z",
     "iopub.status.idle": "2026-11-15T10:57:59.455995Z",
     "shell.execute_reply": "2026-11-15T10:57:59.455582Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>model</th>\n",
       "      <th>bootstrap</th>\n",
       "      <th>MAE no fires</th>\n",
       "      <th>MAE with fires</th>\n",
       "      <th>gain</th>\n",
       "      <th>gain %</th>\n",
       "      <th>95% CI low</th>\n",
       "      <th>95% CI high</th>\n",
       "      <th>P(gain&lt;=0)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Ridge</td>\n",
       "      <td>iid</td>\n",
       "      <td>56.43</td>\n",
       "      <td>57.80</td>\n",
       "      <td>-1.37</td>\n",
       "      <td>-2.43</td>\n",
       "      <td>-4.51</td>\n",
       "      <td>1.94</td>\n",
       "      <td>8.06e-01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Ridge</td>\n",
       "      <td>block7</td>\n",
       "      <td>56.43</td>\n",
       "      <td>57.80</td>\n",
       "      <td>-1.37</td>\n",
       "      <td>-2.43</td>\n",
       "      <td>-3.96</td>\n",
       "      <td>0.96</td>\n",
       "      <td>8.76e-01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>RandomForest</td>\n",
       "      <td>iid</td>\n",
       "      <td>52.97</td>\n",
       "      <td>50.57</td>\n",
       "      <td>2.40</td>\n",
       "      <td>4.53</td>\n",
       "      <td>-0.05</td>\n",
       "      <td>5.05</td>\n",
       "      <td>2.70e-02</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>RandomForest</td>\n",
       "      <td>block7</td>\n",
       "      <td>52.97</td>\n",
       "      <td>50.57</td>\n",
       "      <td>2.40</td>\n",
       "      <td>4.53</td>\n",
       "      <td>0.55</td>\n",
       "      <td>5.32</td>\n",
       "      <td>4.00e-03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>HistGB</td>\n",
       "      <td>iid</td>\n",
       "      <td>50.99</td>\n",
       "      <td>47.30</td>\n",
       "      <td>3.69</td>\n",
       "      <td>7.25</td>\n",
       "      <td>0.64</td>\n",
       "      <td>6.89</td>\n",
       "      <td>8.00e-03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>HistGB</td>\n",
       "      <td>block7</td>\n",
       "      <td>50.99</td>\n",
       "      <td>47.30</td>\n",
       "      <td>3.69</td>\n",
       "      <td>7.25</td>\n",
       "      <td>-0.30</td>\n",
       "      <td>8.35</td>\n",
       "      <td>3.10e-02</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          model bootstrap  MAE no fires  MAE with fires  gain  gain %  \\\n",
       "0         Ridge       iid         56.43           57.80 -1.37   -2.43   \n",
       "1         Ridge    block7         56.43           57.80 -1.37   -2.43   \n",
       "2  RandomForest       iid         52.97           50.57  2.40    4.53   \n",
       "3  RandomForest    block7         52.97           50.57  2.40    4.53   \n",
       "4        HistGB       iid         50.99           47.30  3.69    7.25   \n",
       "5        HistGB    block7         50.99           47.30  3.69    7.25   \n",
       "\n",
       "   95% CI low  95% CI high  P(gain<=0)  \n",
       "0       -4.51         1.94    8.06e-01  \n",
       "1       -3.96         0.96    8.76e-01  \n",
       "2       -0.05         5.05    2.70e-02  \n",
       "3        0.55         5.32    4.00e-03  \n",
       "4        0.64         6.89    8.00e-03  \n",
       "5       -0.30         8.35    3.10e-02  "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "rows = []\n",
    "for m, r in summ[\"G2_fire_value\"][\"all_models\"].items():\n",
    "    for kind, d in r.items():\n",
    "        rows.append({\"model\": m, \"bootstrap\": kind, \"MAE no fires\": d[\"mae_without\"], \"MAE with fires\": d[\"mae_with\"],\n",
    "                     \"gain\": d[\"diff\"], \"gain %\": 100 * d[\"rel_reduction\"],\n",
    "                     \"95% CI low\": d[\"ci95\"][0], \"95% CI high\": d[\"ci95\"][1], \"P(gain<=0)\": d[\"p_fires_not_helping\"]})\n",
    "pd.DataFrame(rows).round(3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "c624d387",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.457223Z",
     "iopub.status.busy": "2026-11-15T10:57:59.457141Z",
     "iopub.status.idle": "2026-11-15T10:57:59.459465Z",
     "shell.execute_reply": "2026-11-15T10:57:59.459112Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Image(C.FIGURES / \"R3_bootstrap.png\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "27be3793",
   "metadata": {},
   "source": [
    "**What this shows.**\n",
    "* For the selected Random Forest, adding fire features lowers burning-season MAE by **2.4 ug/m3 (4.5%)**.\n",
    "  The plain paired-bootstrap 95% CI is [-0.05, 5.05]: it just touches zero.\n",
    "  **G2 (>= 10% with a CI excluding 0) is not met.**\n",
    "* The direction is consistent for the tree models: HistGB gains 7.2% (CI [0.6, 6.9], excluding 0), and\n",
    "  Random Forest is positive in 97% of resamples. Ridge gains nothing (-2.4%). The fire signal is non-linear and\n",
    "  interacts with wind, which a linear model cannot use.\n",
    "* The moving-block bootstrap (7-day blocks, which respects autocorrelation) does not change the picture: Random Forest's\n",
    "  CI becomes [0.55, 5.32] (excludes 0), and HistGB's becomes [-0.30, 8.35] (just includes 0). With only 47 test days\n",
    "  in one season, every interval is wide. Whichever bootstrap is used, the conclusion is the same: a positive gain of about\n",
    "  5-7%, short of the 10% target.\n",
    "* Over the whole year, fires make no difference (25.28 vs 25.30), as expected: there are no fires for most of the year.\n",
    "\n",
    "**Interim reading:** on the 2019 season alone, fires appear to help the tree models by 5-7%. But the effect has the\n",
    "opposite sign on the 2018 validation year for HistGB (37.6 with fires vs 36.6 without), and 47 days is a small\n",
    "sample. So the next section tests the result across more seasons before drawing a conclusion."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "535d5c19",
   "metadata": {},
   "source": [
    "## Robustness: three test seasons x three horizons (`src/robustness.py`)\n",
    "**Rolling-origin evaluation.** Each burning season 2017, 2018 and 2019 is used as a test set in turn. The model is\n",
    "re-tuned (TimeSeriesSplit CV) and trained **only on earlier years**. Pooling the three seasons gives 141 burning-season\n",
    "test days instead of 47. The whole experiment is repeated for forecasts **1, 2 and 3 days ahead**: features still stop at\n",
    "day *t*, and only the target moves further away. If fires carry real signal, it should appear consistently across\n",
    "seasons, and more clearly at longer horizons, where today's PM2.5 is less informative."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "1c981ee8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.460483Z",
     "iopub.status.busy": "2026-11-15T10:57:59.460406Z",
     "iopub.status.idle": "2026-11-15T10:57:59.466273Z",
     "shell.execute_reply": "2026-11-15T10:57:59.465846Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>horizon</th>\n",
       "      <th>model</th>\n",
       "      <th>season MAE no fires</th>\n",
       "      <th>season MAE with fires</th>\n",
       "      <th>gain %</th>\n",
       "      <th>iid CI low</th>\n",
       "      <th>iid CI high</th>\n",
       "      <th>gain % 2017</th>\n",
       "      <th>gain % 2018</th>\n",
       "      <th>gain % 2019</th>\n",
       "      <th>folds improved (of 3)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>Ridge</td>\n",
       "      <td>49.48</td>\n",
       "      <td>49.13</td>\n",
       "      <td>0.71</td>\n",
       "      <td>-1.15</td>\n",
       "      <td>1.86</td>\n",
       "      <td>1.14</td>\n",
       "      <td>4.42</td>\n",
       "      <td>-2.43</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>RandomForest</td>\n",
       "      <td>44.86</td>\n",
       "      <td>45.72</td>\n",
       "      <td>-1.90</td>\n",
       "      <td>-3.03</td>\n",
       "      <td>1.15</td>\n",
       "      <td>-12.65</td>\n",
       "      <td>3.10</td>\n",
       "      <td>4.17</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1</td>\n",
       "      <td>HistGB</td>\n",
       "      <td>45.54</td>\n",
       "      <td>45.83</td>\n",
       "      <td>-0.64</td>\n",
       "      <td>-2.56</td>\n",
       "      <td>2.00</td>\n",
       "      <td>-3.83</td>\n",
       "      <td>-2.79</td>\n",
       "      <td>4.06</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2</td>\n",
       "      <td>Ridge</td>\n",
       "      <td>60.29</td>\n",
       "      <td>59.89</td>\n",
       "      <td>0.67</td>\n",
       "      <td>-1.56</td>\n",
       "      <td>2.42</td>\n",
       "      <td>4.81</td>\n",
       "      <td>-3.41</td>\n",
       "      <td>-0.28</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2</td>\n",
       "      <td>RandomForest</td>\n",
       "      <td>59.86</td>\n",
       "      <td>59.73</td>\n",
       "      <td>0.22</td>\n",
       "      <td>-2.22</td>\n",
       "      <td>2.58</td>\n",
       "      <td>-2.28</td>\n",
       "      <td>-2.50</td>\n",
       "      <td>3.86</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2</td>\n",
       "      <td>HistGB</td>\n",
       "      <td>59.75</td>\n",
       "      <td>61.87</td>\n",
       "      <td>-3.54</td>\n",
       "      <td>-5.34</td>\n",
       "      <td>0.87</td>\n",
       "      <td>-5.62</td>\n",
       "      <td>-18.56</td>\n",
       "      <td>6.61</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>3</td>\n",
       "      <td>Ridge</td>\n",
       "      <td>63.37</td>\n",
       "      <td>62.07</td>\n",
       "      <td>2.06</td>\n",
       "      <td>-1.17</td>\n",
       "      <td>3.60</td>\n",
       "      <td>4.64</td>\n",
       "      <td>-5.50</td>\n",
       "      <td>3.95</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>3</td>\n",
       "      <td>RandomForest</td>\n",
       "      <td>65.08</td>\n",
       "      <td>64.07</td>\n",
       "      <td>1.56</td>\n",
       "      <td>-1.78</td>\n",
       "      <td>3.85</td>\n",
       "      <td>-2.53</td>\n",
       "      <td>-5.03</td>\n",
       "      <td>8.12</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>3</td>\n",
       "      <td>HistGB</td>\n",
       "      <td>64.91</td>\n",
       "      <td>64.61</td>\n",
       "      <td>0.47</td>\n",
       "      <td>-2.96</td>\n",
       "      <td>3.31</td>\n",
       "      <td>0.85</td>\n",
       "      <td>-8.10</td>\n",
       "      <td>5.21</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   horizon         model  season MAE no fires  season MAE with fires  gain %  \\\n",
       "0        1         Ridge                49.48                  49.13    0.71   \n",
       "1        1  RandomForest                44.86                  45.72   -1.90   \n",
       "2        1        HistGB                45.54                  45.83   -0.64   \n",
       "3        2         Ridge                60.29                  59.89    0.67   \n",
       "4        2  RandomForest                59.86                  59.73    0.22   \n",
       "5        2        HistGB                59.75                  61.87   -3.54   \n",
       "6        3         Ridge                63.37                  62.07    2.06   \n",
       "7        3  RandomForest                65.08                  64.07    1.56   \n",
       "8        3        HistGB                64.91                  64.61    0.47   \n",
       "\n",
       "   iid CI low  iid CI high  gain % 2017  gain % 2018  gain % 2019  \\\n",
       "0       -1.15         1.86         1.14         4.42        -2.43   \n",
       "1       -3.03         1.15       -12.65         3.10         4.17   \n",
       "2       -2.56         2.00        -3.83        -2.79         4.06   \n",
       "3       -1.56         2.42         4.81        -3.41        -0.28   \n",
       "4       -2.22         2.58        -2.28        -2.50         3.86   \n",
       "5       -5.34         0.87        -5.62       -18.56         6.61   \n",
       "6       -1.17         3.60         4.64        -5.50         3.95   \n",
       "7       -1.78         3.85        -2.53        -5.03         8.12   \n",
       "8       -2.96         3.31         0.85        -8.10         5.21   \n",
       "\n",
       "   folds improved (of 3)  \n",
       "0                      2  \n",
       "1                      2  \n",
       "2                      1  \n",
       "3                      1  \n",
       "4                      1  \n",
       "5                      1  \n",
       "6                      2  \n",
       "7                      1  \n",
       "8                      2  "
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "rob = pd.read_csv(C.METRICS / \"robustness_table.csv\")\n",
    "rob[[\"horizon\", \"model\", \"season MAE no fires\", \"season MAE with fires\", \"gain %\", \"iid CI low\", \"iid CI high\",\n",
    "     \"gain % 2017\", \"gain % 2018\", \"gain % 2019\", \"folds improved (of 3)\"]].round(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "2318058e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.467429Z",
     "iopub.status.busy": "2026-11-15T10:57:59.467303Z",
     "iopub.status.idle": "2026-11-15T10:57:59.469989Z",
     "shell.execute_reply": "2026-11-15T10:57:59.469638Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Image(C.FIGURES / \"R8_robustness_fire_gain.png\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ea80d37f",
   "metadata": {},
   "source": [
    "**What this shows.**\n",
    "* **The 2019 gain does not hold up.** In 2019, fires help every tree model at every horizon (+4% to +8%). In 2017 and\n",
    "  2018 they often *hurt*: Random Forest at 1 day is -12.7% in 2017, and HistGB at 2 days is -18.6% in 2018. The\n",
    "  single-season results range from -19% to +8%, while the pooled estimates sit near zero.\n",
    "* **Pooled over 141 days, every model x horizon gain lies between -3.5% and +2.1%, and every 95% CI includes zero**\n",
    "  (CIs in ug/m3 in the table; relative CIs span roughly -9% to +6%). The 2019 single-season estimate is within this\n",
    "  season-to-season spread: it is what one lucky season looks like.\n",
    "* **No hidden longer-horizon effect.** At 3 days ahead, where persistence is weakest, the gains are +0.5% to +2.1%,\n",
    "  all with CIs including zero."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "47378434",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.471102Z",
     "iopub.status.busy": "2026-11-15T10:57:59.471019Z",
     "iopub.status.idle": "2026-11-15T10:57:59.473406Z",
     "shell.execute_reply": "2026-11-15T10:57:59.473076Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Image(C.FIGURES / \"R9_error_vs_horizon.png\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4c4b31b0",
   "metadata": {},
   "source": [
    "**What this shows.** The models' advantage over persistence **grows with the horizon**: -7% at 1 day, -8% at 2 days,\n",
    "-14% at 3 days (Random Forest, burning season, pooled 2017-19). Weather and seasonal context matter more as yesterday's\n",
    "value becomes less informative. The with-fires and without-fires lines lie on top of each other at every horizon.\n",
    "\n",
    "## Answer to the research question\n",
    "**Once Delhi's own pollution and weather are accounted for, satellite-detected farm fires in Punjab and Haryana add no\n",
    "measurable skill to 1-3-day PM2.5 forecasts.** This holds across three burning seasons, three horizons and three model\n",
    "types. The positive 2019 result was a single-season fluctuation; testing it on more seasons shows why one season is not\n",
    "enough. This does **not** say fires do not pollute Delhi's air. Their smoke shows up in Delhi's PM2.5 and in the seasonal\n",
    "weather pattern that the no-fires model already uses. For *forecasting*, the fire counts contain no information that\n",
    "those variables do not already carry. The partial dependence (R6) suggests a plausible NW-wind transport pattern, but its\n",
    "size is within the noise."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "29ac4eb5",
   "metadata": {},
   "source": [
    "## G3 - Severe-day alerts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "862491b1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.474473Z",
     "iopub.status.busy": "2026-11-15T10:57:59.474392Z",
     "iopub.status.idle": "2026-11-15T10:57:59.479419Z",
     "shell.execute_reply": "2026-11-15T10:57:59.479070Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>model</th>\n",
       "      <th>alert</th>\n",
       "      <th>forecast thr</th>\n",
       "      <th>recall</th>\n",
       "      <th>precision</th>\n",
       "      <th>TP</th>\n",
       "      <th>FN</th>\n",
       "      <th>FP</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>RandomForest no_fires</td>\n",
       "      <td>severe</td>\n",
       "      <td>250.0</td>\n",
       "      <td>0.38</td>\n",
       "      <td>0.72</td>\n",
       "      <td>13</td>\n",
       "      <td>21</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>RandomForest no_fires</td>\n",
       "      <td>very_poor_or_worse</td>\n",
       "      <td>120.0</td>\n",
       "      <td>0.86</td>\n",
       "      <td>0.84</td>\n",
       "      <td>92</td>\n",
       "      <td>15</td>\n",
       "      <td>18</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>RandomForest no_fires</td>\n",
       "      <td>severe_val_calibrated</td>\n",
       "      <td>220.0</td>\n",
       "      <td>0.74</td>\n",
       "      <td>0.64</td>\n",
       "      <td>25</td>\n",
       "      <td>9</td>\n",
       "      <td>14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>RandomForest with_fires</td>\n",
       "      <td>severe</td>\n",
       "      <td>250.0</td>\n",
       "      <td>0.41</td>\n",
       "      <td>0.74</td>\n",
       "      <td>14</td>\n",
       "      <td>20</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>RandomForest with_fires</td>\n",
       "      <td>very_poor_or_worse</td>\n",
       "      <td>120.0</td>\n",
       "      <td>0.84</td>\n",
       "      <td>0.87</td>\n",
       "      <td>90</td>\n",
       "      <td>17</td>\n",
       "      <td>13</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>RandomForest with_fires</td>\n",
       "      <td>severe_val_calibrated</td>\n",
       "      <td>225.0</td>\n",
       "      <td>0.74</td>\n",
       "      <td>0.66</td>\n",
       "      <td>25</td>\n",
       "      <td>9</td>\n",
       "      <td>13</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Persistence</td>\n",
       "      <td>severe</td>\n",
       "      <td>250.0</td>\n",
       "      <td>0.65</td>\n",
       "      <td>0.63</td>\n",
       "      <td>22</td>\n",
       "      <td>12</td>\n",
       "      <td>13</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Persistence</td>\n",
       "      <td>very_poor_or_worse</td>\n",
       "      <td>120.0</td>\n",
       "      <td>0.84</td>\n",
       "      <td>0.84</td>\n",
       "      <td>90</td>\n",
       "      <td>17</td>\n",
       "      <td>17</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                     model                  alert  forecast thr  recall  \\\n",
       "0    RandomForest no_fires                 severe         250.0    0.38   \n",
       "1    RandomForest no_fires     very_poor_or_worse         120.0    0.86   \n",
       "2    RandomForest no_fires  severe_val_calibrated         220.0    0.74   \n",
       "3  RandomForest with_fires                 severe         250.0    0.41   \n",
       "4  RandomForest with_fires     very_poor_or_worse         120.0    0.84   \n",
       "5  RandomForest with_fires  severe_val_calibrated         225.0    0.74   \n",
       "6              Persistence                 severe         250.0    0.65   \n",
       "7              Persistence     very_poor_or_worse         120.0    0.84   \n",
       "\n",
       "   precision  TP  FN  FP  \n",
       "0       0.72  13  21   5  \n",
       "1       0.84  92  15  18  \n",
       "2       0.64  25   9  14  \n",
       "3       0.74  14  20   5  \n",
       "4       0.87  90  17  13  \n",
       "5       0.66  25   9  13  \n",
       "6       0.63  22  12  13  \n",
       "7       0.84  90  17  17  "
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "g3 = summ[\"G3_alerts\"][\"results\"]\n",
    "rows = []\n",
    "for who, d in g3.items():\n",
    "    for kind, a in d.items():\n",
    "        rows.append({\"model\": who if who == \"Persistence\" else f\"{best} {who}\", \"alert\": kind,\n",
    "                     \"forecast thr\": a[\"forecast_threshold\"], \"recall\": a[\"recall\"], \"precision\": a[\"precision\"],\n",
    "                     \"TP\": a[\"confusion_matrix [[TN, FP], [FN, TP]]\"][1][1], \"FN\": a[\"confusion_matrix [[TN, FP], [FN, TP]]\"][1][0],\n",
    "                     \"FP\": a[\"confusion_matrix [[TN, FP], [FN, TP]]\"][0][1]})\n",
    "pd.DataFrame(rows).round(2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d27ad720",
   "metadata": {},
   "source": [
    "**What this shows.**\n",
    "* With the naive rule (alert if forecast > 250), recall for Severe days is only **0.41** (14 of 34) at precision 0.74,\n",
    "  worse than persistence (0.65). **G3 is not met as originally specified.** The cause is regression to the mean: trained\n",
    "  on a squared-error-like loss in log space, the model shrinks extreme forecasts (see R4: bias -70 on Severe days).\n",
    "* A forecast is not a decision rule. Choosing the alert threshold on the **2018 validation year** to reach 70% recall\n",
    "  gives a threshold of 225. On 2019 that gives **recall 0.74, precision 0.66** (25 of 34 caught, 13 false alarms),\n",
    "  better than persistence on both. *This calibrated rule was added after the first test run and is reported as a secondary result.*\n",
    "* For \"Very Poor or worse\" (> 120) alerts the model reaches recall 0.84 / precision 0.87."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "67eedcbc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.480258Z",
     "iopub.status.busy": "2026-11-15T10:57:59.480169Z",
     "iopub.status.idle": "2026-11-15T10:57:59.484307Z",
     "shell.execute_reply": "2026-11-15T10:57:59.483918Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>pred_Good</th>\n",
       "      <th>pred_Satisfactory</th>\n",
       "      <th>pred_Moderate</th>\n",
       "      <th>pred_Poor</th>\n",
       "      <th>pred_Very Poor</th>\n",
       "      <th>pred_Severe</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>actual_Good</th>\n",
       "      <td>9</td>\n",
       "      <td>14</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>actual_Satisfactory</th>\n",
       "      <td>3</td>\n",
       "      <td>57</td>\n",
       "      <td>27</td>\n",
       "      <td>8</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>actual_Moderate</th>\n",
       "      <td>0</td>\n",
       "      <td>13</td>\n",
       "      <td>43</td>\n",
       "      <td>21</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>actual_Poor</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>15</td>\n",
       "      <td>33</td>\n",
       "      <td>10</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>actual_Very Poor</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>16</td>\n",
       "      <td>51</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>actual_Severe</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>20</td>\n",
       "      <td>14</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                     pred_Good  pred_Satisfactory  pred_Moderate  pred_Poor  \\\n",
       "actual_Good                  9                 14              2          0   \n",
       "actual_Satisfactory          3                 57             27          8   \n",
       "actual_Moderate              0                 13             43         21   \n",
       "actual_Poor                  0                  0             15         33   \n",
       "actual_Very Poor             0                  0              1         16   \n",
       "actual_Severe                0                  0              0          0   \n",
       "\n",
       "                     pred_Very Poor  pred_Severe  \n",
       "actual_Good                       0            0  \n",
       "actual_Satisfactory               2            0  \n",
       "actual_Moderate                   1            0  \n",
       "actual_Poor                      10            0  \n",
       "actual_Very Poor                 51            5  \n",
       "actual_Severe                    20           14  "
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pd.read_csv(C.METRICS / \"category_confusion.csv\", index_col=0)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aa6dce6c",
   "metadata": {},
   "source": [
    "**Category confusion.** Almost all errors are off by one category (e.g. 20 Severe days predicted as Very Poor).\n",
    "No Severe day is predicted below Very Poor, and only 2 Satisfactory days are predicted as Very Poor (none as Severe)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e69e4470",
   "metadata": {},
   "source": [
    "## Error analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "1246df86",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.485231Z",
     "iopub.status.busy": "2026-11-15T10:57:59.485135Z",
     "iopub.status.idle": "2026-11-15T10:57:59.487938Z",
     "shell.execute_reply": "2026-11-15T10:57:59.487529Z"
    }
   },
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Image(C.FIGURES / \"R4_error_analysis.png\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "26ded81b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.488733Z",
     "iopub.status.busy": "2026-11-15T10:57:59.488642Z",
     "iopub.status.idle": "2026-11-15T10:57:59.498403Z",
     "shell.execute_reply": "2026-11-15T10:57:59.498004Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>pm25_level</th>\n",
       "      <th>n</th>\n",
       "      <th>MAE</th>\n",
       "      <th>bias</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Good</td>\n",
       "      <td>25</td>\n",
       "      <td>13.14</td>\n",
       "      <td>12.81</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Satisfactory</td>\n",
       "      <td>97</td>\n",
       "      <td>15.70</td>\n",
       "      <td>11.53</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Moderate</td>\n",
       "      <td>78</td>\n",
       "      <td>16.02</td>\n",
       "      <td>5.23</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Poor</td>\n",
       "      <td>58</td>\n",
       "      <td>20.46</td>\n",
       "      <td>5.86</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Very Poor</td>\n",
       "      <td>73</td>\n",
       "      <td>29.64</td>\n",
       "      <td>-4.86</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>Severe</td>\n",
       "      <td>34</td>\n",
       "      <td>81.80</td>\n",
       "      <td>-70.17</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     pm25_level   n    MAE   bias\n",
       "0          Good  25  13.14  12.81\n",
       "1  Satisfactory  97  15.70  11.53\n",
       "2      Moderate  78  16.02   5.23\n",
       "3          Poor  58  20.46   5.86\n",
       "4     Very Poor  73  29.64  -4.86\n",
       "5        Severe  34  81.80 -70.17"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>nw_wind</th>\n",
       "      <th>n</th>\n",
       "      <th>MAE</th>\n",
       "      <th>bias</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>other wind</td>\n",
       "      <td>178</td>\n",
       "      <td>18.54</td>\n",
       "      <td>3.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>NW wind</td>\n",
       "      <td>187</td>\n",
       "      <td>31.73</td>\n",
       "      <td>-6.2</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      nw_wind    n    MAE  bias\n",
       "0  other wind  178  18.54   3.4\n",
       "1     NW wind  187  31.73  -6.2"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>target_date</th>\n",
       "      <th>pm25_next</th>\n",
       "      <th>RandomForest_with_fires</th>\n",
       "      <th>error</th>\n",
       "      <th>pm25_t</th>\n",
       "      <th>is_diwali_window</th>\n",
       "      <th>precip</th>\n",
       "      <th>wind_speed</th>\n",
       "      <th>nw_wind</th>\n",
       "      <th>fire_count_t</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2019-11-03</td>\n",
       "      <td>582.3</td>\n",
       "      <td>263.4</td>\n",
       "      <td>-318.9</td>\n",
       "      <td>320.3</td>\n",
       "      <td>0</td>\n",
       "      <td>0.2</td>\n",
       "      <td>18.9</td>\n",
       "      <td>1</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2019-11-12</td>\n",
       "      <td>384.3</td>\n",
       "      <td>225.2</td>\n",
       "      <td>-159.1</td>\n",
       "      <td>252.5</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>13.8</td>\n",
       "      <td>1</td>\n",
       "      <td>189</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2019-01-14</td>\n",
       "      <td>94.4</td>\n",
       "      <td>247.9</td>\n",
       "      <td>153.4</td>\n",
       "      <td>272.4</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>13.2</td>\n",
       "      <td>1</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2019-11-16</td>\n",
       "      <td>174.0</td>\n",
       "      <td>321.0</td>\n",
       "      <td>147.0</td>\n",
       "      <td>423.5</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>12.1</td>\n",
       "      <td>1</td>\n",
       "      <td>28</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2019-11-04</td>\n",
       "      <td>272.3</td>\n",
       "      <td>419.2</td>\n",
       "      <td>146.9</td>\n",
       "      <td>582.3</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>13.1</td>\n",
       "      <td>1</td>\n",
       "      <td>26</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2019-12-19</td>\n",
       "      <td>261.2</td>\n",
       "      <td>134.9</td>\n",
       "      <td>-126.3</td>\n",
       "      <td>144.0</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>14.0</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>2019-01-17</td>\n",
       "      <td>358.9</td>\n",
       "      <td>236.8</td>\n",
       "      <td>-122.1</td>\n",
       "      <td>272.0</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>9.4</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>2019-12-05</td>\n",
       "      <td>272.0</td>\n",
       "      <td>156.5</td>\n",
       "      <td>-115.5</td>\n",
       "      <td>163.2</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>9.3</td>\n",
       "      <td>1</td>\n",
       "      <td>35</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>2019-01-16</td>\n",
       "      <td>272.0</td>\n",
       "      <td>161.2</td>\n",
       "      <td>-110.7</td>\n",
       "      <td>134.6</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>17.1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>2019-11-01</td>\n",
       "      <td>388.4</td>\n",
       "      <td>280.0</td>\n",
       "      <td>-108.4</td>\n",
       "      <td>314.3</td>\n",
       "      <td>0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>12.7</td>\n",
       "      <td>1</td>\n",
       "      <td>731</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  target_date  pm25_next  RandomForest_with_fires  error  pm25_t  \\\n",
       "0  2019-11-03      582.3                    263.4 -318.9   320.3   \n",
       "1  2019-11-12      384.3                    225.2 -159.1   252.5   \n",
       "2  2019-01-14       94.4                    247.9  153.4   272.4   \n",
       "3  2019-11-16      174.0                    321.0  147.0   423.5   \n",
       "4  2019-11-04      272.3                    419.2  146.9   582.3   \n",
       "5  2019-12-19      261.2                    134.9 -126.3   144.0   \n",
       "6  2019-01-17      358.9                    236.8 -122.1   272.0   \n",
       "7  2019-12-05      272.0                    156.5 -115.5   163.2   \n",
       "8  2019-01-16      272.0                    161.2 -110.7   134.6   \n",
       "9  2019-11-01      388.4                    280.0 -108.4   314.3   \n",
       "\n",
       "   is_diwali_window  precip  wind_speed  nw_wind  fire_count_t  \n",
       "0                 0     0.2        18.9        1             8  \n",
       "1                 0     0.0        13.8        1           189  \n",
       "2                 0     0.0        13.2        1             8  \n",
       "3                 0     0.0        12.1        1            28  \n",
       "4                 0     0.0        13.1        1            26  \n",
       "5                 0     0.0        14.0        1             0  \n",
       "6                 0     0.0         9.4        0             0  \n",
       "7                 0     0.0         9.3        1            35  \n",
       "8                 0     0.0        17.1        1             1  \n",
       "9                 0     0.0        12.7        1           731  "
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "display(pd.read_csv(C.METRICS / \"error_by_level.csv\"))\n",
    "display(pd.read_csv(C.METRICS / \"error_by_wind.csv\"))\n",
    "pd.read_csv(C.METRICS / \"worst_days.csv\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93a9c510",
   "metadata": {},
   "source": [
    "**What this shows.**\n",
    "* **Systematic shrinkage:** clean days are over-predicted (+12) and Severe days under-predicted (-70). Errors grow with the level.\n",
    "* **By month:** the largest negative bias is in Dec and Jan (winter inversions, no fires). The model under-predicts winter\n",
    "  smog that fires cannot explain.\n",
    "* **By wind:** MAE is 31.7 on NW-wind days vs 18.5 otherwise, because NW days are mostly in the polluted season.\n",
    "* **Worst days:** all 10 of the 10 worst errors are in Nov-Jan. The worst (3 Nov 2019: 582 observed vs 263 predicted) came during the\n",
    "  peak of the 2019 episode (a public-health emergency was declared on 1 Nov). Fire detections on 2-3 Nov fell to 8 and 26,\n",
    "  then jumped to 1,886 on 4 Nov. Thick smoke and haze probably hid the fires from the satellite exactly when they mattered\n",
    "  most, a concrete example of the detection limitation. Several large *over*-predictions (4 Nov, 16 Nov, 14 Jan) are\n",
    "  sudden clean-ups the day after a peak, which the persistence-driven models cannot anticipate. None of the 10 is a\n",
    "  Diwali day: the Diwali flag works."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9242f938",
   "metadata": {},
   "source": [
    "## Interpretation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "92c0f79c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.499496Z",
     "iopub.status.busy": "2026-11-15T10:57:59.499400Z",
     "iopub.status.idle": "2026-11-15T10:57:59.501960Z",
     "shell.execute_reply": "2026-11-15T10:57:59.501593Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Image(C.FIGURES / \"R5_permutation_importance.png\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "9ea65bd4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.502893Z",
     "iopub.status.busy": "2026-11-15T10:57:59.502803Z",
     "iopub.status.idle": "2026-11-15T10:57:59.505112Z",
     "shell.execute_reply": "2026-11-15T10:57:59.504588Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Shuffling ALL fire features together (MAE increase, ug/m3): {'fire_group_all_test': {'mae_increase_mean': 0.6632210711471732, 'mae_increase_std': 0.2202496362730497}, 'fire_group_fire_season': {'mae_increase_mean': 3.182540386904102, 'mae_increase_std': 0.8941653651989365}}\n"
     ]
    }
   ],
   "source": [
    "print(\"Shuffling ALL fire features together (MAE increase, ug/m3):\", summ[\"fire_group_permutation\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fe69936f",
   "metadata": {},
   "source": [
    "**Permutation importance (test 2019).** Today's PM2.5 dominates (+20 ug/m3 MAE when shuffled), followed by the 3- and\n",
    "7-day means, season, rain and wind. Each fire feature on its own looks unimportant, because the ten fire features are\n",
    "correlated and stand in for each other. Shuffling the **whole fire group** together raises burning-season MAE by\n",
    "**3.2 ug/m3**, consistent with the ablation gain above (2.4)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "3f752a3e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.506080Z",
     "iopub.status.busy": "2026-11-15T10:57:59.505977Z",
     "iopub.status.idle": "2026-11-15T10:57:59.508295Z",
     "shell.execute_reply": "2026-11-15T10:57:59.508015Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Image(C.FIGURES / \"R6_partial_dependence.png\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e4f4bd54",
   "metadata": {},
   "source": [
    "**Partial dependence.** Predicted PM2.5 rises with recent fire activity, steeply for the first few hundred fires and\n",
    "then levelling off. The rise is larger with NW wind (about +17 ug/m3 from 0 to 2,500 fires) than with other winds\n",
    "(about +6). This is the expected physical pattern: smoke is transported when the wind blows from Punjab. It is still\n",
    "modest next to the effect of persistence."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "3c459c9f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-11-15T10:57:59.509286Z",
     "iopub.status.busy": "2026-11-15T10:57:59.509192Z",
     "iopub.status.idle": "2026-11-15T10:57:59.511327Z",
     "shell.execute_reply": "2026-11-15T10:57:59.511057Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Image(C.FIGURES / \"R7_ridge_coefficients.png\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "db58b95a",
   "metadata": {},
   "source": [
    "**Ridge coefficients** (standardised, log scale): today's PM2.5, winter month, humidity, temperature and wind speed\n",
    "come first. `log_fire_roll3_sum` is the 7th-largest coefficient by magnitude, so the linear model does give fires a role, but it\n",
    "does not improve its burning-season error."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e49c0bf0",
   "metadata": {},
   "source": [
    "## Stress test: 2020 H1 (COVID lockdown, no burning season)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "63e662f2",
   "metadata": {
    "execution": {
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     "iopub.status.busy": "2026-11-15T10:57:59.512284Z",
     "iopub.status.idle": "2026-11-15T10:57:59.517164Z",
     "shell.execute_reply": "2026-11-15T10:57:59.516875Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>model</th>\n",
       "      <th>variant</th>\n",
       "      <th>MAE</th>\n",
       "      <th>R2</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Persistence</td>\n",
       "      <td>baseline</td>\n",
       "      <td>19.75</td>\n",
       "      <td>0.72</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>SeasonalMean</td>\n",
       "      <td>baseline</td>\n",
       "      <td>47.47</td>\n",
       "      <td>-0.01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Ridge</td>\n",
       "      <td>no_fires</td>\n",
       "      <td>21.72</td>\n",
       "      <td>0.74</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Ridge</td>\n",
       "      <td>with_fires</td>\n",
       "      <td>21.38</td>\n",
       "      <td>0.75</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>RandomForest</td>\n",
       "      <td>no_fires</td>\n",
       "      <td>17.34</td>\n",
       "      <td>0.80</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>RandomForest</td>\n",
       "      <td>with_fires</td>\n",
       "      <td>17.25</td>\n",
       "      <td>0.80</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>HistGB</td>\n",
       "      <td>no_fires</td>\n",
       "      <td>17.09</td>\n",
       "      <td>0.80</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>HistGB</td>\n",
       "      <td>with_fires</td>\n",
       "      <td>17.05</td>\n",
       "      <td>0.80</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          model     variant    MAE    R2\n",
       "0   Persistence    baseline  19.75  0.72\n",
       "1  SeasonalMean    baseline  47.47 -0.01\n",
       "2         Ridge    no_fires  21.72  0.74\n",
       "3         Ridge  with_fires  21.38  0.75\n",
       "4  RandomForest    no_fires  17.34  0.80\n",
       "5  RandomForest  with_fires  17.25  0.80\n",
       "6        HistGB    no_fires  17.09  0.80\n",
       "7        HistGB  with_fires  17.05  0.80"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pd.read_csv(C.METRICS / \"extra2020_metrics.csv\")[[\"model\", \"variant\", \"MAE\", \"R2\"]].round(2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "12511d69",
   "metadata": {},
   "source": [
    "The tree models still beat persistence (17.1-17.3 vs 19.7) through the lockdown distribution shift, and with/without\n",
    "fires are identical, as they should be with no fires. The models are not just memorising pre-COVID levels."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "28a24dca",
   "metadata": {},
   "source": [
    "## Limitations and bias\n",
    "* **Predictive, not causal.** Fire features not improving forecasts does not mean fires do not pollute; and it does not measure the share of Delhi's\n",
    "  PM2.5 caused by fires (that needs chemical-transport or source-apportionment models).\n",
    "* **Satellite detection gaps:** MODIS passes about 10:30 and 13:30 local time; burning has shifted to evenings, and\n",
    "  smoke/cloud hide fires. Counts are a proxy for burning.\n",
    "* **Region:** a bounding box, not state polygons; it includes a sliver of western UP.\n",
    "* **Spatial averaging:** the city-average PM2.5 hides large differences between stations; weather is one ERA5 grid point.\n",
    "* **Small evaluation sample:** a single test season has only 47 burning-season days. The rolling-origin analysis\n",
    "  raises this to 141, but that is still only three seasons, and season-to-season variation is large.\n",
    "* **Observed, not forecast, weather:** we used day-*t* weather. Real forecasts would use NWP forecasts for t+1, which would likely help all models.\n",
    "* **Post-hoc addition:** the calibrated alert threshold was added after the first test evaluation (it is chosen on validation data only).\n",
    "\n",
    "## Next steps\n",
    "VIIRS 375 m fires (more sensitive, catches small/evening fires); state polygons; NWP forecast weather for day t+1;\n",
    "2021-2025 CPCB data for more fire seasons (the most direct way to tighten the CIs); HYSPLIT back-trajectories to weight fires by whether their air actually reaches Delhi; quantile loss for better extremes."
   ]
  }
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