007_logistic_regression.ipynb

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      "name": "python"
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      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/osgeokr/kari-sdm/blob/main/007_logistic_regression.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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    {
      "cell_type": "markdown",
      "source": [
        "### 래스터 정렬\n",
        "8개 레이어 -> DEM.tif\n",
        "래스터를 동일한 셀 크기로 리샘플링하고 동일한 좌표계로 재투영해서 정렬\n",
        "참조 레이어: DEM_scaled"
      ],
      "metadata": {
        "id": "ZZR-zXPsWqPb"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install -q -U rasterio"
      ],
      "metadata": {
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        "outputId": "d84d40f4-9e13-4c07-e984-a5d8f87a8d4e",
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      "execution_count": 1,
      "outputs": [
        {
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          "name": "stdout",
          "text": [
            "\u001b[2K   \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m21.5/21.5 MB\u001b[0m \u001b[31m69.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25h"
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    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "id": "QFHTJHSonQfN"
      },
      "outputs": [],
      "source": [
        "import pandas as pd, geopandas as gpd\n",
        "import matplotlib.pyplot as plt\n",
        "import rasterio\n",
        "import os\n",
        "import numpy as np\n",
        "\n",
        "from google.colab import drive\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.linear_model import LogisticRegression\n",
        "from sklearn.metrics import roc_curve, roc_auc_score"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!wget https://github.com/osgeokr/kari-sdm/raw/main/pitta_nympha_pa_dw.gpkg -O pitta_nympha_pa_dw.gpkg\n",
        "gdf = gpd.read_file('pitta_nympha_pa_dw.gpkg')\n",
        "gdf.head(1)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 371
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        "id": "QEeCaHHMnd19",
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      "execution_count": 3,
      "outputs": [
        {
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          "text": [
            "--2024-08-17 12:28:29--  https://github.com/osgeokr/kari-sdm/raw/main/pitta_nympha_pa_dw.gpkg\n",
            "Resolving github.com (github.com)... 20.27.177.113\n",
            "Connecting to github.com (github.com)|20.27.177.113|:443... connected.\n",
            "HTTP request sent, awaiting response... 302 Found\n",
            "Location: https://raw.githubusercontent.com/osgeokr/kari-sdm/main/pitta_nympha_pa_dw.gpkg [following]\n",
            "--2024-08-17 12:28:29--  https://raw.githubusercontent.com/osgeokr/kari-sdm/main/pitta_nympha_pa_dw.gpkg\n",
            "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\n",
            "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 114688 (112K) [application/octet-stream]\n",
            "Saving to: ‘pitta_nympha_pa_dw.gpkg’\n",
            "\n",
            "pitta_nympha_pa_dw. 100%[===================>] 112.00K  --.-KB/s    in 0.09s   \n",
            "\n",
            "2024-08-17 12:28:30 (1.24 MB/s) - ‘pitta_nympha_pa_dw.gpkg’ saved [114688/114688]\n",
            "\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "        species  status                    geometry\n",
              "0  Pitta nympha       1  POINT (126.69344 33.36925)"
            ],
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>species</th>\n",
              "      <th>status</th>\n",
              "      <th>geometry</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Pitta nympha</td>\n",
              "      <td>1</td>\n",
              "      <td>POINT (126.69344 33.36925)</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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              "summary": "{\n  \"name\": \"gdf\",\n  \"rows\": 128,\n  \"fields\": [\n    {\n      \"column\": \"species\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 1,\n        \"samples\": [\n          \"Pitta nympha\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"status\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"geometry\",\n      \"properties\": {\n        \"dtype\": \"geometry\",\n        \"num_unique_values\": 128,\n        \"samples\": [\n          \"POINT (126.70015 34.78688)\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
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      "cell_type": "markdown",
      "source": [],
      "metadata": {
        "id": "WbeQXq2YWoca"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Google Drive를 마운트\n",
        "drive.mount('/content/drive')\n",
        "\n",
        "# 경로 설정\n",
        "folder_path = \"/content/drive/My Drive/kari-sdm\""
      ],
      "metadata": {
        "id": "ZFOouqI8pd96",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "baaab6ff-a99c-435a-f637-7df7fbce1938"
      },
      "execution_count": 4,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Mounted at /content/drive\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# 좌표에 대한 픽셀 값을 샘플링하여 새 필드 추가\n",
        "def sample_raster(raster, points_gdf):\n",
        "    values = []\n",
        "    for geom in points_gdf.geometry:\n",
        "        if geom.geom_type == 'Point':\n",
        "            point = geom\n",
        "            try:\n",
        "                for val in raster.sample([(point.x, point.y)]):\n",
        "                    values.append(val[0])\n",
        "            except ValueError:\n",
        "                values.append(None)\n",
        "        else:\n",
        "            values.append(None)\n",
        "    return values"
      ],
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        "id": "S2FtTHFIpbQ9"
      },
      "execution_count": 5,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# DEM\n",
        "img_path = os.path.join(folder_path, \"DEM_scaled.tif\")\n",
        "dem = rasterio.open(img_path)\n",
        "gdf['dem'] = sample_raster(dem, gdf)\n",
        "\n",
        "# SLP\n",
        "img_path = os.path.join(folder_path, \"SLP_scaled.tif\")\n",
        "slp = rasterio.open(img_path)\n",
        "gdf['slp'] = sample_raster(slp, gdf)\n",
        "\n",
        "# ASP\n",
        "img_path = os.path.join(folder_path, \"ASP_scaled.tif\")\n",
        "asp = rasterio.open(img_path)\n",
        "gdf['asp'] = sample_raster(asp, gdf)\n",
        "\n",
        "# NDBI\n",
        "img_path = os.path.join(folder_path, \"NDBI_scaled.tif\")\n",
        "ndbi = rasterio.open(img_path)\n",
        "gdf['ndbi'] = sample_raster(ndbi, gdf)\n",
        "\n",
        "# NDVI\n",
        "img_path = os.path.join(folder_path, \"NDVI_scaled.tif\")\n",
        "ndvi = rasterio.open(img_path)\n",
        "gdf['ndvi'] = sample_raster(ndvi, gdf)\n",
        "\n",
        "# NDWI\n",
        "img_path = os.path.join(folder_path, \"NDWI_scaled.tif\")\n",
        "ndwi = rasterio.open(img_path)\n",
        "gdf['ndwi'] = sample_raster(ndwi, gdf)\n",
        "\n",
        "# Canopy Height\n",
        "img_path = os.path.join(folder_path, \"CHT_scaled.tif\")\n",
        "cht = rasterio.open(img_path)\n",
        "gdf['cht'] = sample_raster(cht, gdf)\n",
        "\n",
        "# Tree Canopy Cover\n",
        "img_path = os.path.join(folder_path, \"TCC_scaled.tif\")\n",
        "tcc = rasterio.open(img_path)\n",
        "gdf['tcc'] = sample_raster(tcc, gdf)\n",
        "\n",
        "# 결과 출력\n",
        "gdf.head(1)"
      ],
      "metadata": {
        "colab": {
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          "height": 81
        },
        "id": "D7_-n-ELn7Cw",
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            "text/plain": [
              "        species  status                    geometry       dem    slp  \\\n",
              "0  Pitta nympha       1  POINT (126.69344 33.36925)  0.243802  0.125   \n",
              "\n",
              "        asp      ndbi      ndvi      ndwi       cht      tcc  \n",
              "0  0.445682  0.290305  0.877249  0.102141  0.617647  0.58046  "
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              "type": "dataframe",
              "variable_name": "gdf",
              "summary": "{\n  \"name\": \"gdf\",\n  \"rows\": 128,\n  \"fields\": [\n    {\n      \"column\": \"species\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 1,\n        \"samples\": [\n          \"Pitta nympha\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"status\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"geometry\",\n      \"properties\": {\n        \"dtype\": \"geometry\",\n        \"num_unique_values\": 128,\n        \"samples\": [\n          \"POINT (126.70015 34.78688)\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"dem\",\n      \"properties\": {\n        \"dtype\": \"float32\",\n        \"num_unique_values\": 100,\n        \"samples\": [\n          0.017561983317136765\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"slp\",\n      \"properties\": {\n        \"dtype\": \"float32\",\n        \"num_unique_values\": 29,\n        \"samples\": [\n          0.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"asp\",\n      \"properties\": {\n        \"dtype\": \"float32\",\n        \"num_unique_values\": 81,\n        \"samples\": [\n          0.9080780148506165\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ndbi\",\n      \"properties\": {\n        \"dtype\": \"float32\",\n        \"num_unique_values\": 127,\n        \"samples\": [\n          0.2332320213317871\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ndvi\",\n      \"properties\": {\n        \"dtype\": \"float32\",\n        \"num_unique_values\": 127,\n        \"samples\": [\n          0.966439425945282\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"ndwi\",\n      \"properties\": {\n        \"dtype\": \"float32\",\n        \"num_unique_values\": 127,\n        \"samples\": [\n          0.05368039011955261\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"cht\",\n      \"properties\": {\n        \"dtype\": \"float32\",\n        \"num_unique_values\": 22,\n        \"samples\": [\n          0.6176470518112183\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"tcc\",\n      \"properties\": {\n        \"dtype\": \"float32\",\n        \"num_unique_values\": 66,\n        \"samples\": [\n          0.08045977354049683\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# NaN 값이 있는 레코드 필터링\n",
        "nan_gdf = gdf[\n",
        "    gdf[[\"dem\", \"slp\", \"asp\", \"ndbi\", \"ndvi\", \"ndwi\", \"cht\", \"tcc\"]].isna().any(axis=1)\n",
        "]\n",
        "\n",
        "# NaN 값이 있는 좌표의 개수 출력\n",
        "nan_count = nan_gdf.shape[0]\n",
        "print(f\"NaN 값이 있는 좌표의 개수: {nan_count}개\")\n",
        "\n",
        "# NaN 값이 있는 좌표를 삭제\n",
        "gdf_cleaned = gdf.dropna(\n",
        "    subset=[\"dem\", \"slp\", \"asp\", \"ndbi\", \"ndvi\", \"ndwi\", \"cht\", \"tcc\"]\n",
        ")\n",
        "\n",
        "# NaN이 있는 좌표가 삭제된 결과 출력 (원래 gdf를 gdf_cleaned로 업데이트)\n",
        "gdf = gdf_cleaned"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "LLUlGFzx81Rh",
        "outputId": "86527be8-1431-474e-eb68-e4959e7d8350"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "NaN 값이 있는 좌표의 개수: 1개\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# 7:3 비율로 train과 test 데이터셋 나누기\n",
        "train_gdf, test_gdf = train_test_split(\n",
        "    gdf, test_size=0.3, random_state=42, stratify=gdf[\"status\"]\n",
        ")\n",
        "\n",
        "# 특징 변수와 라벨 준비\n",
        "X_train = train_gdf[['dem', 'slp', 'asp', 'ndbi', 'ndvi', 'ndwi', 'cht', 'tcc']]\n",
        "y_train = train_gdf['status']\n",
        "X_test = test_gdf[['dem', 'slp', 'asp', 'ndbi', 'ndvi', 'ndwi', 'cht', 'tcc']]\n",
        "y_test = test_gdf['status']"
      ],
      "metadata": {
        "id": "vl-HzzZx7D4r"
      },
      "execution_count": 8,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Logistic Regression 모델 학습\n",
        "model = LogisticRegression()\n",
        "model.fit(X_train, y_train)\n",
        "\n",
        "# 예측 및 ROC 커브 그리기\n",
        "y_pred_prob = model.predict_proba(X_test)[:, 1]\n",
        "fpr, tpr, _ = roc_curve(y_test, y_pred_prob)\n",
        "roc_auc = roc_auc_score(y_test, y_pred_prob)\n",
        "\n",
        "plt.figure(figsize=(6, 4))\n",
        "plt.plot(fpr, tpr, color='blue', label=f'ROC curve (area = {roc_auc:.2f})')\n",
        "plt.plot([0, 1], [0, 1], color='grey', linestyle='--')\n",
        "plt.xlabel('False Positive Rate')\n",
        "plt.ylabel('True Positive Rate')\n",
        "plt.title('Receiver Operating Characteristic (ROC) Curve')\n",
        "plt.legend(loc='lower right')\n",
        "plt.grid()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 410
        },
        "id": "BValmFNOqSVM",
        "outputId": "fd62a9ea-c059-4b91-fea6-f6420a95922d"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# SDM 지도 래스터 생성\n",
        "dem_array = dem.read(1)\n",
        "slp_array = slp.read(1)\n",
        "asp_array = asp.read(1)\n",
        "ndbi_array = ndbi.read(1)\n",
        "ndvi_array = ndvi.read(1)\n",
        "ndwi_array = ndwi.read(1)\n",
        "cht_array = cht.read(1)\n",
        "tcc_array = tcc.read(1)"
      ],
      "metadata": {
        "id": "tDd6F4BIIMTz"
      },
      "execution_count": 10,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# 래스터 배열에서 값이 유효한 위치를 선택하여 모델 예측 수행\n",
        "valid_mask = (\n",
        "    ~np.isnan(dem_array)\n",
        "    & ~np.isnan(slp_array)\n",
        "    & ~np.isnan(asp_array)\n",
        "    & ~np.isnan(ndbi_array)\n",
        "    & ~np.isnan(ndvi_array)\n",
        "    & ~np.isnan(ndwi_array)\n",
        "    & ~np.isnan(cht_array)\n",
        "    & ~np.isnan(tcc_array)\n",
        ")"
      ],
      "metadata": {
        "id": "tth9i3ozI5fR"
      },
      "execution_count": 11,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X_valid = np.column_stack([dem_array[valid_mask], slp_array[valid_mask], asp_array[valid_mask],\n",
        "                           ndbi_array[valid_mask], ndvi_array[valid_mask], ndwi_array[valid_mask],\n",
        "                           cht_array[valid_mask], tcc_array[valid_mask]])\n",
        "\n",
        "# 예측을 위해 NumPy 배열을 DataFrame으로 변환\n",
        "X_valid_df = pd.DataFrame(X_valid, columns=['dem', 'slp', 'asp', 'ndbi', 'ndvi', 'ndwi', 'cht', 'tcc'])\n",
        "\n",
        "# 모델 예측 수행\n",
        "y_pred_valid = model.predict_proba(X_valid_df)[:, 1]\n",
        "\n",
        "\"\"\"\n",
        "# 모델 예측 수행\n",
        "y_pred_valid = model.predict_proba(X_valid)[:, 1]\n",
        "\"\"\"\n",
        "\n",
        "# SDM 예측 결과를 저장할 배열 생성\n",
        "sdm_map = np.full(dem_array.shape, np.nan)\n",
        "sdm_map[valid_mask] = y_pred_valid\n",
        "\n",
        "# GeoTIFF 저장을 위한 메타데이터 설정\n",
        "transform = dem.transform\n",
        "meta = dem.meta.copy()\n",
        "meta.update({\n",
        "    'dtype': 'float32',\n",
        "    'count': 1,\n",
        "    'compress': 'lzw'\n",
        "})\n",
        "\n",
        "# GeoTIFF로 저장\n",
        "output_path = os.path.join(folder_path, \"SDM_LR.tif\")\n",
        "with rasterio.open(output_path, 'w', **meta) as dst:\n",
        "    dst.write(sdm_map, 1)\n",
        "\n",
        "print(f\"SDM prediction map saved to {output_path}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "JOLagpbpMVLN",
        "outputId": "c2206645-8c8c-4473-8b72-0c461fc89327"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "SDM prediction map saved to /content/drive/My Drive/kari-sdm/SDM_LR.tif\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# 경로 설정\n",
        "folder_path = \"/content/drive/My Drive/kari-sdm\"\n",
        "img_path = os.path.join(folder_path, \"SDM_LR.tif\")\n",
        "kr_path = os.path.join(folder_path, \"KR.gpkg\")\n",
        "\n",
        "# 대한민국 경계 읽기\n",
        "kr = gpd.read_file(kr_path)\n",
        "\n",
        "# 이미지 데이터 읽기\n",
        "with rasterio.open(img_path) as src:\n",
        "    img_data = src.read(1)  # 첫 번째 밴드 읽기\n",
        "    img_extent = src.bounds  # 이미지의 범위 가져오기\n",
        "    img_transform = src.transform  # 변환 정보 가져오기\n",
        "    img_meta = src.meta.copy()  # 메타데이터 복사\n",
        "\n",
        "# 플롯 설정\n",
        "fig, ax = plt.subplots(figsize=(6, 6))\n",
        "\n",
        "# 이미지 데이터 플롯 (마스킹 적용)\n",
        "img_plot = ax.imshow(\n",
        "    img_data,\n",
        "    cmap=\"viridis\",\n",
        "    extent=[img_extent.left, img_extent.right, img_extent.bottom, img_extent.top],\n",
        "    origin=\"upper\"\n",
        ")\n",
        "\n",
        "# 대한민국 경계 플롯\n",
        "kr.plot(ax=ax, color=\"none\", edgecolor=\"black\")\n",
        "\n",
        "# 컬러바(범례) 추가\n",
        "cbar = fig.colorbar(img_plot, ax=ax, orientation='vertical', shrink=0.5)\n",
        "cbar.set_label('Habitat Suitability')\n",
        "\n",
        "# 제목, 축 레이블, 그리드 설정\n",
        "plt.title(\"Logistic Regression\")\n",
        "plt.xlabel(\"Longitude\")\n",
        "plt.ylabel(\"Latitude\")\n",
        "plt.grid(True)\n",
        "\n",
        "# 좌표 비율 유지\n",
        "ax.set_aspect(\"equal\", \"box\")\n",
        "\n",
        "# 플롯 표시\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 394
        },
        "id": "2ROu35-GRTek",
        "outputId": "f2ca3ab5-d6cb-43d6-e3a8-bf28fe2b3248"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "kr_simplified = kr.simplify(tolerance=0.1, preserve_topology=True)"
      ],
      "metadata": {
        "id": "SLzxtU3AipcV"
      },
      "execution_count": 21,
      "outputs": []
    }
  ]
}