OEA_Preprocessing.ipynb

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        "<a href=\"https://colab.research.google.com/github/RiRa25/Loan-Prediction-System/blob/main/OEA_preprocessing2.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "from sklearn.preprocessing import LabelEncoder"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df = pd.read_csv('/content/loanApproval.csv')\n",
        "df.head()\n",
        "\n"
      ],
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        {
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          "data": {
            "text/plain": [
              "   loan_id   no_of_dependents      education  self_employed   income_annum  \\\n",
              "0        1                  2       Graduate             No        9600000   \n",
              "1        2                  0   Not Graduate            Yes        4100000   \n",
              "2        3                  3       Graduate             No        9100000   \n",
              "3        4                  3       Graduate             No        8200000   \n",
              "4        5                  5   Not Graduate            Yes        9800000   \n",
              "\n",
              "    loan_amount   loan_term   cibil_score   residential_assets_value  \\\n",
              "0      29900000          12           778                    2400000   \n",
              "1      12200000           8           417                    2700000   \n",
              "2      29700000          20           506                    7100000   \n",
              "3      30700000           8           467                   18200000   \n",
              "4      24200000          20           382                   12400000   \n",
              "\n",
              "    commercial_assets_value   luxury_assets_value   bank_asset_value  \\\n",
              "0                  17600000              22700000            8000000   \n",
              "1                   2200000               8800000            3300000   \n",
              "2                   4500000              33300000           12800000   \n",
              "3                   3300000              23300000            7900000   \n",
              "4                   8200000              29400000            5000000   \n",
              "\n",
              "   loan_status  \n",
              "0     Approved  \n",
              "1     Rejected  \n",
              "2     Rejected  \n",
              "3     Rejected  \n",
              "4     Rejected  "
            ],
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              "      <th></th>\n",
              "      <th>loan_id</th>\n",
              "      <th>no_of_dependents</th>\n",
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              "      <th>0</th>\n",
              "      <td>1</td>\n",
              "      <td>2</td>\n",
              "      <td>Graduate</td>\n",
              "      <td>No</td>\n",
              "      <td>9600000</td>\n",
              "      <td>29900000</td>\n",
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              "      <td>Yes</td>\n",
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              "      <td>Graduate</td>\n",
              "      <td>No</td>\n",
              "      <td>9100000</td>\n",
              "      <td>29700000</td>\n",
              "      <td>20</td>\n",
              "      <td>506</td>\n",
              "      <td>7100000</td>\n",
              "      <td>4500000</td>\n",
              "      <td>33300000</td>\n",
              "      <td>12800000</td>\n",
              "      <td>Rejected</td>\n",
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              "      <th>3</th>\n",
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              "      <td>Graduate</td>\n",
              "      <td>No</td>\n",
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              "      <td>18200000</td>\n",
              "      <td>3300000</td>\n",
              "      <td>23300000</td>\n",
              "      <td>7900000</td>\n",
              "      <td>Rejected</td>\n",
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              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>5</td>\n",
              "      <td>5</td>\n",
              "      <td>Not Graduate</td>\n",
              "      <td>Yes</td>\n",
              "      <td>9800000</td>\n",
              "      <td>24200000</td>\n",
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              "      <td>382</td>\n",
              "      <td>12400000</td>\n",
              "      <td>8200000</td>\n",
              "      <td>29400000</td>\n",
              "      <td>5000000</td>\n",
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 4269,\n  \"fields\": [\n    {\n      \"column\": \"loan_id\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1232,\n        \"min\": 1,\n        \"max\": 4269,\n        \"num_unique_values\": 4269,\n        \"samples\": [\n          1704,\n          1174,\n          309\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" no_of_dependents\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1,\n        \"min\": 0,\n        \"max\": 5,\n        \"num_unique_values\": 6,\n        \"samples\": [\n          2,\n          0,\n          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" education\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 2,\n        \"samples\": [\n          \" Not Graduate\",\n          \" Graduate\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" self_employed\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 2,\n        \"samples\": [\n          \" Yes\",\n          \" No\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" income_annum\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2806839,\n        \"min\": 200000,\n        \"max\": 9900000,\n        \"num_unique_values\": 98,\n        \"samples\": [\n          6200000,\n          9300000\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" loan_amount\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 9043362,\n        \"min\": 300000,\n        \"max\": 39500000,\n        \"num_unique_values\": 378,\n        \"samples\": [\n          25800000,\n          26100000\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" loan_term\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 5,\n        \"min\": 2,\n        \"max\": 20,\n        \"num_unique_values\": 10,\n        \"samples\": [\n          14,\n          8\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" cibil_score\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 172,\n        \"min\": 300,\n        \"max\": 900,\n        \"num_unique_values\": 601,\n        \"samples\": [\n          859,\n          414\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" residential_assets_value\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 6503636,\n        \"min\": -100000,\n        \"max\": 29100000,\n        \"num_unique_values\": 278,\n        \"samples\": [\n          700000,\n          3500000\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" commercial_assets_value\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 4388966,\n        \"min\": 0,\n        \"max\": 19400000,\n        \"num_unique_values\": 188,\n        \"samples\": [\n          13500000,\n          14600000\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" luxury_assets_value\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 9103753,\n        \"min\": 300000,\n        \"max\": 39200000,\n        \"num_unique_values\": 379,\n        \"samples\": [\n          15300000,\n          12100000\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" bank_asset_value\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 3250185,\n        \"min\": 0,\n        \"max\": 14700000,\n        \"num_unique_values\": 146,\n        \"samples\": [\n          4800000,\n          14400000\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" loan_status\",\n      \"properties\": {\n        \"dtype\": \"category\",\n        \"num_unique_values\": 2,\n        \"samples\": [\n          \" Rejected\",\n          \" Approved\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 3
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df = df.dropna()\n",
        "print(df.isnull().sum())\n",
        "print(\"Shape of DataFrame after removing null values:\", df.shape)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DdImK1ifn1YM",
        "outputId": "5f1e7bda-1f1a-4ab1-e055-cd148276f8f4"
      },
      "execution_count": 4,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "loan_id                      0\n",
            " no_of_dependents            0\n",
            " education                   0\n",
            " self_employed               0\n",
            " income_annum                0\n",
            " loan_amount                 0\n",
            " loan_term                   0\n",
            " cibil_score                 0\n",
            " residential_assets_value    0\n",
            " commercial_assets_value     0\n",
            " luxury_assets_value         0\n",
            " bank_asset_value            0\n",
            " loan_status                 0\n",
            "dtype: int64\n",
            "Shape of DataFrame after removing null values: (4269, 13)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(df.columns)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "B_Ahk38Wpmz5",
        "outputId": "bdf2ab59-fa03-4b2f-e016-4c6a69bf6af6"
      },
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Index(['loan_id', ' no_of_dependents', ' education', ' self_employed',\n",
            "       ' income_annum', ' loan_amount', ' loan_term', ' cibil_score',\n",
            "       ' residential_assets_value', ' commercial_assets_value',\n",
            "       ' luxury_assets_value', ' bank_asset_value', ' loan_status'],\n",
            "      dtype='object')\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df[' education'] = df[' education'].replace({' Graduate': 1, ' Not Graduate': 0})\n",
        "df[' self_employed'] = df[' self_employed'].replace({' Yes': 1, ' No': 0})\n",
        "df[' loan_status'] = df[' loan_status'].replace({' Approved': 1, ' Rejected': 0})"
      ],
      "metadata": {
        "id": "XaY71lQYoiSb"
      },
      "execution_count": 6,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df = df.drop(columns=['loan_id'])"
      ],
      "metadata": {
        "id": "I0y8fjWnqmRq"
      },
      "execution_count": 7,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "**Correlation Matrix**\n"
      ],
      "metadata": {
        "id": "qnuFm-qydHmQ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "corr_matrix = df.corr()\n",
        "plt.figure(figsize=(12, 10))\n",
        "sns.heatmap(corr_matrix, annot=True, cmap='coolwarm', fmt='.2f', linewidths=.5)\n",
        "plt.title('Correlation Matrix')\n",
        "plt.show()\n",
        "correlations = corr_matrix[' loan_status'].sort_values(ascending=False)\n",
        "relevant_features = correlations[abs(correlations) > 0.1].index.tolist()\n",
        "relevant_features.remove(' loan_status')\n",
        "print(\"Selected Relevant Features:\")\n",
        "print(relevant_features)\n",
        "print(\"Covariance Matrix:\")\n",
        "print(corr_matrix)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "vheDnML-p-8Y",
        "outputId": "350a56d7-6c01-4941-e23a-4e6cd6546c1a"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x1000 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Selected Relevant Features:\n",
            "[' cibil_score', ' loan_term']\n",
            "Covariance Matrix:\n",
            "                            no_of_dependents   education   self_employed  \\\n",
            " no_of_dependents                   1.000000    0.002697        0.000765   \n",
            " education                          0.002697    1.000000       -0.023224   \n",
            " self_employed                      0.000765   -0.023224        1.000000   \n",
            " income_annum                       0.007266    0.011625        0.002368   \n",
            " loan_amount                       -0.003366    0.010631        0.001450   \n",
            " loan_term                         -0.020111   -0.008417        0.004107   \n",
            " cibil_score                       -0.009998   -0.004649       -0.004866   \n",
            " residential_assets_value           0.007376    0.010930        0.006144   \n",
            " commercial_assets_value           -0.001531   -0.006763       -0.017998   \n",
            " luxury_assets_value                0.002817    0.012471        0.004413   \n",
            " bank_asset_value                   0.011163    0.009424       -0.000215   \n",
            " loan_status                       -0.018114    0.004918        0.000345   \n",
            "\n",
            "                            income_annum   loan_amount   loan_term  \\\n",
            " no_of_dependents               0.007266     -0.003366   -0.020111   \n",
            " education                      0.011625      0.010631   -0.008417   \n",
            " self_employed                  0.002368      0.001450    0.004107   \n",
            " income_annum                   1.000000      0.927470    0.011488   \n",
            " loan_amount                    0.927470      1.000000    0.008437   \n",
            " loan_term                      0.011488      0.008437    1.000000   \n",
            " cibil_score                   -0.023034     -0.017035    0.007810   \n",
            " residential_assets_value       0.636841      0.594596    0.008016   \n",
            " commercial_assets_value        0.640328      0.603188   -0.005478   \n",
            " luxury_assets_value            0.929145      0.860914    0.012490   \n",
            " bank_asset_value               0.851093      0.788122    0.017177   \n",
            " loan_status                   -0.015189      0.016150   -0.113036   \n",
            "\n",
            "                            cibil_score   residential_assets_value  \\\n",
            " no_of_dependents             -0.009998                   0.007376   \n",
            " education                    -0.004649                   0.010930   \n",
            " self_employed                -0.004866                   0.006144   \n",
            " income_annum                 -0.023034                   0.636841   \n",
            " loan_amount                  -0.017035                   0.594596   \n",
            " loan_term                     0.007810                   0.008016   \n",
            " cibil_score                   1.000000                  -0.019947   \n",
            " residential_assets_value     -0.019947                   1.000000   \n",
            " commercial_assets_value      -0.003769                   0.414786   \n",
            " luxury_assets_value          -0.028618                   0.590932   \n",
            " bank_asset_value             -0.015478                   0.527418   \n",
            " loan_status                   0.770518                  -0.014367   \n",
            "\n",
            "                            commercial_assets_value   luxury_assets_value  \\\n",
            " no_of_dependents                         -0.001531              0.002817   \n",
            " education                                -0.006763              0.012471   \n",
            " self_employed                            -0.017998              0.004413   \n",
            " income_annum                              0.640328              0.929145   \n",
            " loan_amount                               0.603188              0.860914   \n",
            " loan_term                                -0.005478              0.012490   \n",
            " cibil_score                              -0.003769             -0.028618   \n",
            " residential_assets_value                  0.414786              0.590932   \n",
            " commercial_assets_value                   1.000000              0.591128   \n",
            " luxury_assets_value                       0.591128              1.000000   \n",
            " bank_asset_value                          0.548576              0.788517   \n",
            " loan_status                               0.008246             -0.015465   \n",
            "\n",
            "                            bank_asset_value   loan_status  \n",
            " no_of_dependents                   0.011163     -0.018114  \n",
            " education                          0.009424      0.004918  \n",
            " self_employed                     -0.000215      0.000345  \n",
            " income_annum                       0.851093     -0.015189  \n",
            " loan_amount                        0.788122      0.016150  \n",
            " loan_term                          0.017177     -0.113036  \n",
            " cibil_score                       -0.015478      0.770518  \n",
            " residential_assets_value           0.527418     -0.014367  \n",
            " commercial_assets_value            0.548576      0.008246  \n",
            " luxury_assets_value                0.788517     -0.015465  \n",
            " bank_asset_value                   1.000000     -0.006778  \n",
            " loan_status                       -0.006778      1.000000  \n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "print(df)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "9StZTNRZrRJ0",
        "outputId": "a87c4c2c-437a-4b40-ad9c-0dcb58d385ae"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "       no_of_dependents   education   self_employed   income_annum  \\\n",
            "0                     2           1               0        9600000   \n",
            "1                     0           0               1        4100000   \n",
            "2                     3           1               0        9100000   \n",
            "3                     3           1               0        8200000   \n",
            "4                     5           0               1        9800000   \n",
            "...                 ...         ...             ...            ...   \n",
            "4264                  5           1               1        1000000   \n",
            "4265                  0           0               1        3300000   \n",
            "4266                  2           0               0        6500000   \n",
            "4267                  1           0               0        4100000   \n",
            "4268                  1           1               0        9200000   \n",
            "\n",
            "       loan_amount   loan_term   cibil_score   residential_assets_value  \\\n",
            "0         29900000          12           778                    2400000   \n",
            "1         12200000           8           417                    2700000   \n",
            "2         29700000          20           506                    7100000   \n",
            "3         30700000           8           467                   18200000   \n",
            "4         24200000          20           382                   12400000   \n",
            "...            ...         ...           ...                        ...   \n",
            "4264       2300000          12           317                    2800000   \n",
            "4265      11300000          20           559                    4200000   \n",
            "4266      23900000          18           457                    1200000   \n",
            "4267      12800000           8           780                    8200000   \n",
            "4268      29700000          10           607                   17800000   \n",
            "\n",
            "       commercial_assets_value   luxury_assets_value   bank_asset_value  \\\n",
            "0                     17600000              22700000            8000000   \n",
            "1                      2200000               8800000            3300000   \n",
            "2                      4500000              33300000           12800000   \n",
            "3                      3300000              23300000            7900000   \n",
            "4                      8200000              29400000            5000000   \n",
            "...                        ...                   ...                ...   \n",
            "4264                    500000               3300000             800000   \n",
            "4265                   2900000              11000000            1900000   \n",
            "4266                  12400000              18100000            7300000   \n",
            "4267                    700000              14100000            5800000   \n",
            "4268                  11800000              35700000           12000000   \n",
            "\n",
            "       loan_status  \n",
            "0                1  \n",
            "1                0  \n",
            "2                0  \n",
            "3                0  \n",
            "4                0  \n",
            "...            ...  \n",
            "4264             0  \n",
            "4265             1  \n",
            "4266             0  \n",
            "4267             1  \n",
            "4268             1  \n",
            "\n",
            "[4269 rows x 12 columns]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Feature Selection using **SelectKBest**"
      ],
      "metadata": {
        "id": "5iexHDLOdPuR"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.feature_selection import SelectKBest\n",
        "from sklearn.feature_selection import f_classif\n",
        "\n",
        "# Assuming df is your DataFrame containing the data\n",
        "k = 11\n",
        "X = df.iloc[:, 0:11]\n",
        "y = df.iloc[:, 11]\n",
        "selector = SelectKBest(score_func=f_classif, k=k)\n",
        "\n",
        "# Fit the selector to the data\n",
        "selector.fit(X, y)\n",
        "\n",
        "# Get the scores/ranking of the features\n",
        "feature_scores = selector.scores_\n",
        "\n",
        "# Get the indices of the selected features\n",
        "selected_features_indices = selector.get_support(indices=True)\n",
        "\n",
        "# Get the names of the selected features\n",
        "selected_features_names = X.columns[selected_features_indices]\n",
        "\n",
        "# Sort the selected features and their scores in descending order\n",
        "sorted_indices = feature_scores.argsort()[::-1]\n",
        "sorted_selected_features = selected_features_names[sorted_indices]\n",
        "sorted_scores = feature_scores[sorted_indices]\n",
        "\n",
        "# Print the selected features along with their scores in descending order\n",
        "for feature_name, score in zip(sorted_selected_features, sorted_scores):\n",
        "    print(f\"Feature '{feature_name}': Score = {score}\")\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "6MynlH5irIX6",
        "outputId": "b6ba5522-dada-4b49-a5c6-cb47d573740b"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Feature ' cibil_score': Score = 6235.054590534256\n",
            "Feature ' loan_term': Score = 55.22545796738981\n",
            "Feature ' no_of_dependents': Score = 1.4006001729702904\n",
            "Feature ' loan_amount': Score = 1.1131763752970667\n",
            "Feature ' luxury_assets_value': Score = 1.020728281020977\n",
            "Feature ' income_annum': Score = 0.9846688347948409\n",
            "Feature ' residential_assets_value': Score = 0.8808766992878724\n",
            "Feature ' commercial_assets_value': Score = 0.29015159308571714\n",
            "Feature ' bank_asset_value': Score = 0.19606590791214007\n",
            "Feature ' education': Score = 0.10320162169880803\n",
            "Feature ' self_employed': Score = 0.0005064308399286643\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "feature_names = df.columns.values\n",
        "print(feature_names)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "6wHPYrMHrjpW",
        "outputId": "ede0762c-37e5-49ba-cee1-5142f4568cf6"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[' no_of_dependents' ' education' ' self_employed' ' income_annum'\n",
            " ' loan_amount' ' loan_term' ' cibil_score' ' residential_assets_value'\n",
            " ' commercial_assets_value' ' luxury_assets_value' ' bank_asset_value'\n",
            " ' loan_status']\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Feature Seelction using **Random Forest Regressor**"
      ],
      "metadata": {
        "id": "I4F8Rc3hdYsr"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.ensemble import RandomForestRegressor\n",
        "# Train a Random Forest regressor\n",
        "clf = RandomForestRegressor(n_estimators=100, random_state=42)\n",
        "clf.fit(X, y)\n",
        "\n",
        "# Calculate feature importances\n",
        "importances = clf.feature_importances_\n",
        "\n",
        "# Sort feature importances in descending order\n",
        "indices = np.argsort(importances)[::-1]\n",
        "\n",
        "print(\"Feature ranking:\")\n",
        "for f in range(X.shape[1]):\n",
        "    print(\"%d. Feature '%s' (%f)\" % (f + 1, feature_names[indices[f]], importances[indices[f]]))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vwjx0YBmrkFI",
        "outputId": "429d9c2b-587b-42f1-9298-3a095edf483f"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Feature ranking:\n",
            "1. Feature ' cibil_score' (0.827584)\n",
            "2. Feature ' loan_term' (0.079397)\n",
            "3. Feature ' loan_amount' (0.036811)\n",
            "4. Feature ' income_annum' (0.025183)\n",
            "5. Feature ' luxury_assets_value' (0.009550)\n",
            "6. Feature ' commercial_assets_value' (0.006032)\n",
            "7. Feature ' residential_assets_value' (0.005677)\n",
            "8. Feature ' bank_asset_value' (0.004724)\n",
            "9. Feature ' no_of_dependents' (0.003600)\n",
            "10. Feature ' self_employed' (0.001001)\n",
            "11. Feature ' education' (0.000439)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df = df.drop(columns=[' commercial_assets_value', ' residential_assets_value', ' luxury_assets_value', ' bank_asset_value', ' no_of_dependents', ' self_employed',  ' education'])"
      ],
      "metadata": {
        "id": "hZWZon_vrmv0"
      },
      "execution_count": 13,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Final Output CSV"
      ],
      "metadata": {
        "id": "59r8Fuy0diXF"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "pUA4BrmhtCmS",
        "outputId": "1794290e-5a32-4f40-f1dc-da869a3a9050"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    income_annum   loan_amount   loan_term   cibil_score   loan_status\n",
              "0        9600000      29900000          12           778             1\n",
              "1        4100000      12200000           8           417             0\n",
              "2        9100000      29700000          20           506             0\n",
              "3        8200000      30700000           8           467             0\n",
              "4        9800000      24200000          20           382             0"
            ],
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              "      <th>income_annum</th>\n",
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              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-a908ef02-7abd-4f0c-a458-26d4d269acf7 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 4269,\n  \"fields\": [\n    {\n      \"column\": \" income_annum\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 2806839,\n        \"min\": 200000,\n        \"max\": 9900000,\n        \"num_unique_values\": 98,\n        \"samples\": [\n          6200000,\n          9300000,\n          7600000\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" loan_amount\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 9043362,\n        \"min\": 300000,\n        \"max\": 39500000,\n        \"num_unique_values\": 378,\n        \"samples\": [\n          25800000,\n          26100000,\n          21700000\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" loan_term\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 5,\n        \"min\": 2,\n        \"max\": 20,\n        \"num_unique_values\": 10,\n        \"samples\": [\n          14,\n          8,\n          2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" cibil_score\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 172,\n        \"min\": 300,\n        \"max\": 900,\n        \"num_unique_values\": 601,\n        \"samples\": [\n          859,\n          414,\n          500\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \" loan_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          1\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 14
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "**GRAPHS**"
      ],
      "metadata": {
        "id": "Wm1ZDoNadllZ"
      }
    },
    {
      "source": [
        "# @title  income_annum vs  loan_amount\n",
        "\n",
        "from matplotlib import pyplot as plt\n",
        "df.plot(kind='scatter', x=' income_annum', y=' loan_amount', s=32, alpha=.8)\n",
        "plt.gca().spines[['top', 'right',]].set_visible(False)"
      ],
      "cell_type": "code",
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 465
        },
        "id": "RQ-16f-1tREX",
        "outputId": "2a060705-0b5a-4b16-8e46-b89b017e2cac"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "gp = pd.DataFrame(df)"
      ],
      "metadata": {
        "id": "8v1OIU4TJ5WF"
      },
      "execution_count": 16,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.scatter(gp[' cibil_score'],gp[' loan_status'])\n",
        "plt.title(\"SCATTER PLOT - Cibil Score vs Loan Status\")\n",
        "plt.xlabel('Cibil Score')\n",
        "plt.ylabel('Loan Status')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "pNe-NhX2KCUr",
        "outputId": "621c05ba-88ce-4799-d785-232e39864d16"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(20, 6))  # Adjust the width (12) and height (6) as needed\n",
        "plt.scatter(gp[' loan_amount'], gp[' loan_status'])\n",
        "plt.title(\"SCATTER PLOT - Loan Term vs Loan Status\")\n",
        "plt.xlabel('Loan Term')\n",
        "plt.ylabel('Loan Status')\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 494
        },
        "id": "n7yR8u1NKc9U",
        "outputId": "88af4dcb-9e4f-46c4-d587-4e2a2c3bd714"
      },
      "execution_count": 18,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x600 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.plot(gp[' loan_term'],gp[' loan_status'])\n",
        "plt.title(\"LINE GRAPH - Loan Term vs Loan Status\")\n",
        "plt.xlabel('Loan Term')\n",
        "plt.ylabel('Loan Status')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "flobOlZ4br-M",
        "outputId": "eaa07bb7-e2a3-4c65-842a-9edf6444b96a"
      },
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sorted_df = df.sort_values(by=' loan_amount', ascending=True)"
      ],
      "metadata": {
        "id": "m7nsNgLttENU"
      },
      "execution_count": 21,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df.to_csv('outputfinal.csv', index=False)"
      ],
      "metadata": {
        "id": "fejR-0qstquY"
      },
      "execution_count": 22,
      "outputs": []
    }
  ]
}