{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "898eff6f",
   "metadata": {},
   "source": [
    "# 02 — EDA & Feature Engineering\n",
    "\n",
    "**Distribusi, skewness, zero inflation, transformasi, dan multikolinearitas**\n",
    "\n",
    "Notebook ini adalah POC portfolio yang dapat dijalankan ulang dari artefak lokal Pasuruan Lens. Kode produksi tetap berada di `python/scripts/` dan `python/src/pasuruan365/`; notebook berfungsi sebagai narasi analitik yang ringkas, transparan, dan mudah dipresentasikan."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "8aa9fe7e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-04T06:27:16.278163Z",
     "iopub.status.busy": "2026-09-04T06:27:16.277981Z",
     "iopub.status.idle": "2026-09-04T06:27:17.896543Z",
     "shell.execute_reply": "2026-09-04T06:27:17.896118Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Project root: PASURUAN365\n",
      "Python: 3.12.6\n"
     ]
    }
   ],
   "source": [
    "from pathlib import Path\n",
    "import json\n",
    "import sys\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import seaborn as sns\n",
    "\n",
    "\n",
    "def find_project_root(start: Path | None = None) -> Path:\n",
    "    start = (start or Path.cwd()).resolve()\n",
    "    for candidate in (start, *start.parents):\n",
    "        if (candidate / \"package.json\").exists() and (candidate / \"data\").exists():\n",
    "            return candidate\n",
    "    raise RuntimeError(\"Root Pasuruan Lens tidak ditemukan. Jalankan notebook dari repository ini.\")\n",
    "\n",
    "\n",
    "ROOT = find_project_root()\n",
    "sys.path.insert(0, str(ROOT / \"python\" / \"src\"))\n",
    "\n",
    "pd.set_option(\"display.max_columns\", 100)\n",
    "pd.set_option(\"display.max_colwidth\", 100)\n",
    "sns.set_theme(style=\"whitegrid\", context=\"notebook\")\n",
    "COLORS = {\"A\": \"#2563eb\", \"B\": \"#f59e0b\", \"C\": \"#10b981\"}\n",
    "\n",
    "print(f\"Project root: {ROOT}\")\n",
    "print(f\"Python: {sys.version.split()[0]}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "96303a00",
   "metadata": {},
   "source": [
    "## Tujuan\n",
    "\n",
    "EDA dipakai untuk memahami karakter data, bukan untuk mencari chart sebanyak mungkin. Fokusnya: distribusi tidak simetris, nilai nol yang dominan, outlier yang mungkin sah, perbedaan desa–kelurahan, dan representasi fitur sebelum modeling."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e8f47254",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-04T06:27:17.900812Z",
     "iopub.status.busy": "2026-09-04T06:27:17.900524Z",
     "iopub.status.idle": "2026-09-04T06:27:17.933375Z",
     "shell.execute_reply": "2026-09-04T06:27:17.932909Z"
    }
   },
   "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>coverage_pct</th>\n",
       "      <th>median</th>\n",
       "      <th>mean</th>\n",
       "      <th>skewness</th>\n",
       "      <th>zero_pct</th>\n",
       "      <th>p95</th>\n",
       "      <th>max</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>bts_count</th>\n",
       "      <td>100.0</td>\n",
       "      <td>1.00</td>\n",
       "      <td>1.01</td>\n",
       "      <td>8.39</td>\n",
       "      <td>45.21</td>\n",
       "      <td>3.00</td>\n",
       "      <td>25.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>area_km2</th>\n",
       "      <td>100.0</td>\n",
       "      <td>2.79</td>\n",
       "      <td>3.66</td>\n",
       "      <td>5.14</td>\n",
       "      <td>0.00</td>\n",
       "      <td>9.29</td>\n",
       "      <td>38.18</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>population_density</th>\n",
       "      <td>100.0</td>\n",
       "      <td>1524.19</td>\n",
       "      <td>1862.49</td>\n",
       "      <td>4.84</td>\n",
       "      <td>0.00</td>\n",
       "      <td>4273.54</td>\n",
       "      <td>19675.51</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>polyclinic_count</th>\n",
       "      <td>100.0</td>\n",
       "      <td>0.00</td>\n",
       "      <td>0.19</td>\n",
       "      <td>3.42</td>\n",
       "      <td>86.85</td>\n",
       "      <td>1.00</td>\n",
       "      <td>4.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>population</th>\n",
       "      <td>100.0</td>\n",
       "      <td>3915.00</td>\n",
       "      <td>4564.17</td>\n",
       "      <td>1.76</td>\n",
       "      <td>0.00</td>\n",
       "      <td>9545.40</td>\n",
       "      <td>21782.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>sex_ratio</th>\n",
       "      <td>100.0</td>\n",
       "      <td>99.69</td>\n",
       "      <td>99.38</td>\n",
       "      <td>-0.19</td>\n",
       "      <td>0.00</td>\n",
       "      <td>104.70</td>\n",
       "      <td>109.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>cellular_operator_count</th>\n",
       "      <td>100.0</td>\n",
       "      <td>5.00</td>\n",
       "      <td>4.50</td>\n",
       "      <td>-0.36</td>\n",
       "      <td>0.27</td>\n",
       "      <td>7.00</td>\n",
       "      <td>7.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                         coverage_pct   median     mean  skewness  zero_pct  \\\n",
       "bts_count                       100.0     1.00     1.01      8.39     45.21   \n",
       "area_km2                        100.0     2.79     3.66      5.14      0.00   \n",
       "population_density              100.0  1524.19  1862.49      4.84      0.00   \n",
       "polyclinic_count                100.0     0.00     0.19      3.42     86.85   \n",
       "population                      100.0  3915.00  4564.17      1.76      0.00   \n",
       "sex_ratio                       100.0    99.69    99.38     -0.19      0.00   \n",
       "cellular_operator_count         100.0     5.00     4.50     -0.36      0.27   \n",
       "\n",
       "                             p95       max  \n",
       "bts_count                   3.00     25.00  \n",
       "area_km2                    9.29     38.18  \n",
       "population_density       4273.54  19675.51  \n",
       "polyclinic_count            1.00      4.00  \n",
       "population               9545.40  21782.00  \n",
       "sex_ratio                 104.70    109.14  \n",
       "cellular_operator_count     7.00      7.00  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eda = pd.read_csv(ROOT / \"data/analytics/village_eda_features.csv\", dtype={\"village_id\": str})\n",
    "numeric = [\n",
    "    \"population\", \"area_km2\", \"population_density\", \"sex_ratio\",\n",
    "    \"polyclinic_count\", \"bts_count\", \"cellular_operator_count\",\n",
    "]\n",
    "\n",
    "profile = pd.DataFrame({\n",
    "    \"coverage_pct\": eda[numeric].notna().mean().mul(100),\n",
    "    \"median\": eda[numeric].median(),\n",
    "    \"mean\": eda[numeric].mean(),\n",
    "    \"skewness\": eda[numeric].skew(),\n",
    "    \"zero_pct\": eda[numeric].eq(0).mean().mul(100),\n",
    "    \"p95\": eda[numeric].quantile(.95),\n",
    "    \"max\": eda[numeric].max(),\n",
    "}).round(2)\n",
    "profile.sort_values(\"skewness\", ascending=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5f741b9b",
   "metadata": {},
   "source": [
    "## POC 1 — Mengapa `log1p` digunakan secara selektif"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "479cee0f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-04T06:27:17.936616Z",
     "iopub.status.busy": "2026-09-04T06:27:17.936363Z",
     "iopub.status.idle": "2026-09-04T06:27:18.409007Z",
     "shell.execute_reply": "2026-09-04T06:27:18.407912Z"
    }
   },
   "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>nilai</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>skew_original</th>\n",
       "      <td>4.843</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>skew_log1p</th>\n",
       "      <td>-0.420</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "               nilai\n",
       "skew_original  4.843\n",
       "skew_log1p    -0.420"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1200x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(1, 2, figsize=(12, 4))\n",
    "sns.histplot(eda[\"population_density\"], bins=30, ax=axes[0], color=\"#64748b\")\n",
    "axes[0].set(title=\"Population density — original\", xlabel=\"penduduk / km²\")\n",
    "sns.histplot(eda[\"log1p_population_density\"], bins=30, ax=axes[1], color=\"#2563eb\")\n",
    "axes[1].set(title=\"Population density — log1p\", xlabel=\"log(1 + density)\")\n",
    "plt.tight_layout()\n",
    "\n",
    "pd.Series({\n",
    "    \"skew_original\": eda[\"population_density\"].skew(),\n",
    "    \"skew_log1p\": eda[\"log1p_population_density\"].skew(),\n",
    "}).round(3).to_frame(\"nilai\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cc461411",
   "metadata": {},
   "source": [
    "## POC 2 — Zero inflation adalah sinyal desain fitur"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "c7dbcc7b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-04T06:27:18.411198Z",
     "iopub.status.busy": "2026-09-04T06:27:18.410965Z",
     "iopub.status.idle": "2026-09-04T06:27:18.421002Z",
     "shell.execute_reply": "2026-09-04T06:27:18.420465Z"
    }
   },
   "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>zero_count</th>\n",
       "      <th>zero_pct</th>\n",
       "      <th>positive_count</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>polyclinic_count</th>\n",
       "      <td>317</td>\n",
       "      <td>86.8</td>\n",
       "      <td>48</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>banking_facility_count</th>\n",
       "      <td>310</td>\n",
       "      <td>84.9</td>\n",
       "      <td>55</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>pharmacy_count</th>\n",
       "      <td>301</td>\n",
       "      <td>82.5</td>\n",
       "      <td>64</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>bts_count</th>\n",
       "      <td>165</td>\n",
       "      <td>45.2</td>\n",
       "      <td>200</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                        zero_count  zero_pct  positive_count\n",
       "polyclinic_count               317      86.8              48\n",
       "banking_facility_count         310      84.9              55\n",
       "pharmacy_count                 301      82.5              64\n",
       "bts_count                      165      45.2             200"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "facility_columns = [\"polyclinic_count\", \"pharmacy_count\", \"banking_facility_count\", \"bts_count\"]\n",
    "zero_profile = pd.DataFrame({\n",
    "    \"zero_count\": eda[facility_columns].eq(0).sum(),\n",
    "    \"zero_pct\": eda[facility_columns].eq(0).mean().mul(100),\n",
    "    \"positive_count\": eda[facility_columns].gt(0).sum(),\n",
    "}).sort_values(\"zero_pct\", ascending=False)\n",
    "zero_profile.round(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a89b185b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-04T06:27:18.423204Z",
     "iopub.status.busy": "2026-09-04T06:27:18.422969Z",
     "iopub.status.idle": "2026-09-04T06:27:18.621619Z",
     "shell.execute_reply": "2026-09-04T06:27:18.620574Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x380 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = zero_profile[\"zero_pct\"].sort_values().plot.barh(figsize=(8, 3.8), color=\"#f59e0b\")\n",
    "ax.set(xlabel=\"Persentase nilai nol\", ylabel=\"\", xlim=(0, 100), title=\"Zero inflation pada fasilitas terpilih\")\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "68b43e6a",
   "metadata": {},
   "source": [
    "## POC 3 — Pearson vs Spearman"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "ffb34e64",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-04T06:27:18.624837Z",
     "iopub.status.busy": "2026-09-04T06:27:18.624532Z",
     "iopub.status.idle": "2026-09-04T06:27:19.170122Z",
     "shell.execute_reply": "2026-09-04T06:27:19.169603Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "corr_columns = [\n",
    "    \"population\", \"area_km2\", \"population_density\", \"sex_ratio\",\n",
    "    \"cellular_operator_count\", \"bts_count\", \"banking_facility_count\",\n",
    "]\n",
    "pearson = eda[corr_columns].corr(method=\"pearson\")\n",
    "spearman = eda[corr_columns].corr(method=\"spearman\")\n",
    "\n",
    "fig, axes = plt.subplots(1, 2, figsize=(14, 5))\n",
    "sns.heatmap(pearson, vmin=-1, vmax=1, cmap=\"vlag\", square=True, ax=axes[0])\n",
    "axes[0].set_title(\"Pearson — hubungan linear\")\n",
    "sns.heatmap(spearman, vmin=-1, vmax=1, cmap=\"vlag\", square=True, ax=axes[1])\n",
    "axes[1].set_title(\"Spearman — hubungan monotonik/rank\")\n",
    "plt.tight_layout()"
   ]
  },
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   "id": "f9ab6b35",
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   "source": [
    "## Keputusan metodologis\n",
    "\n",
    "Outlier tidak otomatis dihapus: nilai ekstrem dapat merepresentasikan pusat permukiman, wilayah sangat luas, atau konsentrasi fasilitas nyata. Transformasi dipilih per fitur, dan representasi count/rate/presence tidak dimasukkan bersamaan tanpa review karena dapat menduplikasi informasi."
   ]
  }
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