Machine Learning With Python/Generating Customized Multi-Class Classification Reports For Various Models (Day 15).ipynb

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    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
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    "language_info": {
      "name": "python"
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  "cells": [
    {
      "cell_type": "markdown",
      "source": [
        "# **Project: Generating Customized Multi-Class Classification Reports For Various Models**\n",
        "**Intern Name:** Harshal Janjani\n",
        "\n",
        "**Date:** 9th August 2023 - 10th August 2023\n",
        "\n",
        "**Time:** 9th (6:00 PM) - 10th (4:00 PM)"
      ],
      "metadata": {
        "id": "kgcBU5ZO-q8m"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "To run, download **Train.csv** and **Test.csv** from the below Customer Segmentation Kaggle Dataset link:\n",
        "https://www.kaggle.com/datasets/vetrirah/customer?resource=download"
      ],
      "metadata": {
        "id": "-XHwq4CKbPSs"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **1.1. Importing The Required Libraries**"
      ],
      "metadata": {
        "id": "U3fsqGHcS72J"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install catboost"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ZDCYaKRvUdBB",
        "outputId": "1db896d3-ccd5-4566-dc89-467dffb2367e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: catboost in /usr/local/lib/python3.10/dist-packages (1.2)\n",
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            "Requirement already satisfied: matplotlib in /usr/local/lib/python3.10/dist-packages (from catboost) (3.7.1)\n",
            "Requirement already satisfied: numpy>=1.16.0 in /usr/local/lib/python3.10/dist-packages (from catboost) (1.23.5)\n",
            "Requirement already satisfied: pandas>=0.24 in /usr/local/lib/python3.10/dist-packages (from catboost) (1.5.3)\n",
            "Requirement already satisfied: scipy in /usr/local/lib/python3.10/dist-packages (from catboost) (1.10.1)\n",
            "Requirement already satisfied: plotly in /usr/local/lib/python3.10/dist-packages (from catboost) (5.13.1)\n",
            "Requirement already satisfied: six in /usr/local/lib/python3.10/dist-packages (from catboost) (1.16.0)\n",
            "Requirement already satisfied: python-dateutil>=2.8.1 in /usr/local/lib/python3.10/dist-packages (from pandas>=0.24->catboost) (2.8.2)\n",
            "Requirement already satisfied: pytz>=2020.1 in /usr/local/lib/python3.10/dist-packages (from pandas>=0.24->catboost) (2022.7.1)\n",
            "Requirement already satisfied: contourpy>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib->catboost) (1.1.0)\n",
            "Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.10/dist-packages (from matplotlib->catboost) (0.11.0)\n",
            "Requirement already satisfied: fonttools>=4.22.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib->catboost) (4.42.0)\n",
            "Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib->catboost) (1.4.4)\n",
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            "Requirement already satisfied: tenacity>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from plotly->catboost) (8.2.2)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!pip3 install shap"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "RSTHpG5D1DTt",
        "outputId": "e38e927b-b701-4402-eb18-860a4ad8693f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: shap in /usr/local/lib/python3.10/dist-packages (0.42.1)\n",
            "Requirement already satisfied: numpy in /usr/local/lib/python3.10/dist-packages (from shap) (1.23.5)\n",
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            "Requirement already satisfied: scikit-learn in /usr/local/lib/python3.10/dist-packages (from shap) (1.2.2)\n",
            "Requirement already satisfied: pandas in /usr/local/lib/python3.10/dist-packages (from shap) (1.5.3)\n",
            "Requirement already satisfied: tqdm>=4.27.0 in /usr/local/lib/python3.10/dist-packages (from shap) (4.65.0)\n",
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            "Requirement already satisfied: slicer==0.0.7 in /usr/local/lib/python3.10/dist-packages (from shap) (0.0.7)\n",
            "Requirement already satisfied: numba in /usr/local/lib/python3.10/dist-packages (from shap) (0.56.4)\n",
            "Requirement already satisfied: cloudpickle in /usr/local/lib/python3.10/dist-packages (from shap) (2.2.1)\n",
            "Requirement already satisfied: llvmlite<0.40,>=0.39.0dev0 in /usr/local/lib/python3.10/dist-packages (from numba->shap) (0.39.1)\n",
            "Requirement already satisfied: setuptools in /usr/local/lib/python3.10/dist-packages (from numba->shap) (67.7.2)\n",
            "Requirement already satisfied: python-dateutil>=2.8.1 in /usr/local/lib/python3.10/dist-packages (from pandas->shap) (2.8.2)\n",
            "Requirement already satisfied: pytz>=2020.1 in /usr/local/lib/python3.10/dist-packages (from pandas->shap) (2022.7.1)\n",
            "Requirement already satisfied: joblib>=1.1.1 in /usr/local/lib/python3.10/dist-packages (from scikit-learn->shap) (1.3.1)\n",
            "Requirement already satisfied: threadpoolctl>=2.0.0 in /usr/local/lib/python3.10/dist-packages (from scikit-learn->shap) (3.2.0)\n",
            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.10/dist-packages (from python-dateutil>=2.8.1->pandas->shap) (1.16.0)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.metrics import accuracy_score, confusion_matrix, classification_report, roc_curve, auc, roc_auc_score\n",
        "from sklearn.impute import SimpleImputer\n",
        "from sklearn.preprocessing import OrdinalEncoder\n",
        "from sklearn.preprocessing import StandardScaler\n",
        "import logging\n",
        "\n",
        "import xgboost as xgb\n",
        "import shap\n",
        "import catboost\n",
        "from sklearn.linear_model import LogisticRegression\n",
        "from sklearn.linear_model import LinearRegression\n",
        "from sklearn.ensemble import RandomForestClassifier, RandomForestRegressor\n",
        "from sklearn.tree import DecisionTreeClassifier, DecisionTreeRegressor"
      ],
      "metadata": {
        "id": "XrS8KqiLS7XK"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "## **1.2. Data Pre-Processing**"
      ],
      "metadata": {
        "id": "1x9Dg9-kS8kR"
      }
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "IXMWS0M8SYuG",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "8d06ca7e-1336-44cd-fa72-a3126bed1d6b"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "       ID  Gender Ever_Married  Age Graduated     Profession  Work_Experience  \\\n",
            "0  462809    Male           No   22        No     Healthcare              1.0   \n",
            "1  462643  Female          Yes   38       Yes       Engineer              NaN   \n",
            "2  466315  Female          Yes   67       Yes       Engineer              1.0   \n",
            "3  461735    Male          Yes   67       Yes         Lawyer              0.0   \n",
            "4  462669  Female          Yes   40       Yes  Entertainment              NaN   \n",
            "\n",
            "  Spending_Score  Family_Size  Var_1 Segmentation  \n",
            "0            Low          4.0  Cat_4            D  \n",
            "1        Average          3.0  Cat_4            A  \n",
            "2            Low          1.0  Cat_6            B  \n",
            "3           High          2.0  Cat_6            B  \n",
            "4           High          6.0  Cat_6            A  \n",
            "       ID  Gender Ever_Married  Age Graduated  Profession  Work_Experience  \\\n",
            "0  458989  Female          Yes   36       Yes    Engineer              0.0   \n",
            "1  458994    Male          Yes   37       Yes  Healthcare              8.0   \n",
            "2  458996  Female          Yes   69        No         NaN              0.0   \n",
            "3  459000    Male          Yes   59        No   Executive             11.0   \n",
            "4  459001  Female           No   19        No   Marketing              NaN   \n",
            "\n",
            "  Spending_Score  Family_Size  Var_1  \n",
            "0            Low          1.0  Cat_6  \n",
            "1        Average          4.0  Cat_6  \n",
            "2            Low          1.0  Cat_6  \n",
            "3           High          2.0  Cat_6  \n",
            "4            Low          4.0  Cat_6  \n"
          ]
        }
      ],
      "source": [
        "train_df = pd.read_csv(\"Train.csv\")\n",
        "test_df = pd.read_csv(\"Test.csv\")\n",
        "print(train_df.head())\n",
        "print(test_df.head())"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Define features and target variable\n",
        "X_train = train_df.drop([\"ID\", \"Segmentation\"], axis=1)\n",
        "y_train = train_df[\"Segmentation\"]\n",
        "X_test = test_df.drop(\"ID\", axis=1)\n",
        "\n",
        "# Combine train and test data for consistent one-hot encoding\n",
        "combined_df = pd.concat([X_train, X_test], axis=0)\n",
        "\n",
        "# Convert categorical variables to numerical using one-hot encoding\n",
        "combined_encoded = pd.get_dummies(combined_df)\n",
        "X_train_encoded = combined_encoded[:len(X_train)]\n",
        "X_test_encoded = combined_encoded[len(X_train):]\n",
        "\n",
        "# Impute missing values in the dataset\n",
        "imputer = SimpleImputer(strategy='most_frequent')\n",
        "X_train_imputed = imputer.fit_transform(X_train_encoded)\n",
        "X_test_imputed = imputer.transform(X_test_encoded)\n",
        "\n",
        "# Apply feature scaling\n",
        "scaler = StandardScaler()\n",
        "X_train_scaled = scaler.fit_transform(X_train_imputed)\n",
        "X_val_scaled = scaler.transform(X_val_split)\n",
        "\n",
        "# Fit OrdinalEncoder on the training labels and transform validation labels\n",
        "label_encoder = OrdinalEncoder()\n",
        "y_train_encoded = label_encoder.fit_transform(y_train.values.reshape(-1, 1))\n",
        "\n",
        "# Split the training data into train and validation sets (70-30 split)\n",
        "X_train_split, X_val_split, y_train_split, y_val_split = train_test_split(X_train_scaled, y_train_encoded, test_size=0.3, random_state=42)"
      ],
      "metadata": {
        "id": "5fbZkoM-9iE3"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **2. XGBoost Model**"
      ],
      "metadata": {
        "id": "00-M_GXm-ChX"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Initialize and train the XGBoost model\n",
        "model = xgb.XGBClassifier()\n",
        "model.fit(X_train_split, y_train_split)\n",
        "\n",
        "# Make predictions on the validation set\n",
        "y_val_pred_encoded = model.predict(X_val_scaled)\n",
        "\n",
        "# Convert encoded predictions back to original labels\n",
        "y_val_pred_original = label_encoder.inverse_transform(y_val_pred_encoded.reshape(-1, 1))\n",
        "\n",
        "# Convert y_val_encoded back to original labels\n",
        "y_val_original = label_encoder.inverse_transform(y_val_split.reshape(-1, 1))\n",
        "\n",
        "# Evaluate the model on the validation set\n",
        "accuracy = accuracy_score(y_val_original, y_val_pred_original)\n",
        "confusion = confusion_matrix(y_val_original, y_val_pred_original)\n",
        "classification_rep = classification_report(y_val_original, y_val_pred_original)\n",
        "fpr, tpr, _ = roc_curve(y_val_split, y_val_pred_encoded, pos_label=model.classes_[1])\n",
        "roc_auc = auc(fpr, tpr)\n",
        "\n",
        "# Print evaluation metrics\n",
        "logging.info(\"Accuracy: %f\", accuracy)\n",
        "logging.info(\"Confusion Matrix:\\n %s\", confusion)\n",
        "logging.info(\"Classification Report:\\n %s\", classification_rep)\n",
        "logging.info(\"ROC AUC: %f\", roc_auc)\n",
        "\n",
        "# Calculate SHAP values\n",
        "explainer = shap.Explainer(model)\n",
        "shap_values = explainer(X_val_split)\n",
        "\n",
        "# Plot SHAP summary plot\n",
        "shap.summary_plot(shap_values, X_val_split, plot_type=\"bar\")\n",
        "\n",
        "# Plot ROC Curve\n",
        "plt.figure()\n",
        "plt.plot(fpr, tpr, color='darkorange', lw=2, label='ROC curve (area = %0.2f)' % roc_auc)\n",
        "plt.plot([0, 1], [0, 1], color='navy', lw=2, linestyle='--')\n",
        "plt.xlim([0.0, 1.0])\n",
        "plt.ylim([0.0, 1.05])\n",
        "plt.xlabel('False Positive Rate')\n",
        "plt.ylabel('True Positive Rate')\n",
        "plt.title('Receiver Operating Characteristic For XGBoost Model')\n",
        "plt.legend(loc=\"lower right\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "xNVTosUa0zPF",
        "outputId": "a0897d24-21b6-4971-b140-b10cf51d2815"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n",
            "Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n",
            "Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n",
            "No data for colormapping provided via 'c'. Parameters 'vmin', 'vmax' will be ignored\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1150x660 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **3. Catboost Model**"
      ],
      "metadata": {
        "id": "tXwzohnY_pqP"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Initialize and train the CatBoost model\n",
        "model = catboost.CatBoostClassifier()\n",
        "model.fit(X_train_split, y_train_split)\n",
        "\n",
        "# Make predictions on the validation set\n",
        "y_val_pred_encoded = model.predict(X_val_split)\n",
        "\n",
        "# Convert encoded predictions back to original labels\n",
        "y_val_pred_original = label_encoder.inverse_transform(y_val_pred_encoded)\n",
        "\n",
        "# Convert y_val_encoded back to original labels\n",
        "y_val_original = label_encoder.inverse_transform(y_val_split)\n",
        "\n",
        "# Evaluate the model on the validation set\n",
        "accuracy = accuracy_score(y_val_original, y_val_pred_original)\n",
        "confusion = confusion_matrix(y_val_original, y_val_pred_original)\n",
        "classification_rep = classification_report(y_val_original, y_val_pred_original, zero_division=1)\n",
        "\n",
        "# Print evaluation metrics\n",
        "print(\"Accuracy:\", accuracy)\n",
        "print(\"Confusion Matrix:\\n\", confusion)\n",
        "print(\"Classification Report:\\n\", classification_rep)\n",
        "\n",
        "# Calculate SHAP values\n",
        "explainer = shap.Explainer(model)\n",
        "shap_values = explainer(X_val_split)\n",
        "\n",
        "# Plot SHAP summary plot\n",
        "shap.summary_plot(shap_values, X_val_split, plot_type=\"bar\", color='blue')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "y-9yXFjK_uxg",
        "outputId": "729d5fc9-6c9d-4877-8383-e95f91c5f552"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Learning rate set to 0.08643\n",
            "0:\tlearn: 1.3430117\ttotal: 11.6ms\tremaining: 11.6s\n",
            "1:\tlearn: 1.3033524\ttotal: 23.2ms\tremaining: 11.6s\n",
            "2:\tlearn: 1.2765762\ttotal: 32.9ms\tremaining: 10.9s\n",
            "3:\tlearn: 1.2518688\ttotal: 52.2ms\tremaining: 13s\n",
            "4:\tlearn: 1.2303463\ttotal: 64.7ms\tremaining: 12.9s\n",
            "5:\tlearn: 1.2124502\ttotal: 75.4ms\tremaining: 12.5s\n",
            "6:\tlearn: 1.1951275\ttotal: 90.7ms\tremaining: 12.9s\n",
            "7:\tlearn: 1.1805242\ttotal: 102ms\tremaining: 12.7s\n",
            "8:\tlearn: 1.1684091\ttotal: 114ms\tremaining: 12.6s\n",
            "9:\tlearn: 1.1578150\ttotal: 128ms\tremaining: 12.6s\n",
            "10:\tlearn: 1.1479028\ttotal: 140ms\tremaining: 12.6s\n",
            "11:\tlearn: 1.1390389\ttotal: 152ms\tremaining: 12.5s\n",
            "12:\tlearn: 1.1302606\ttotal: 165ms\tremaining: 12.5s\n",
            "13:\tlearn: 1.1223478\ttotal: 175ms\tremaining: 12.3s\n",
            "14:\tlearn: 1.1163294\ttotal: 187ms\tremaining: 12.3s\n",
            "15:\tlearn: 1.1094579\ttotal: 202ms\tremaining: 12.4s\n",
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            "20:\tlearn: 1.0833069\ttotal: 263ms\tremaining: 12.3s\n",
            "21:\tlearn: 1.0782811\ttotal: 275ms\tremaining: 12.2s\n",
            "22:\tlearn: 1.0746147\ttotal: 287ms\tremaining: 12.2s\n",
            "23:\tlearn: 1.0711083\ttotal: 300ms\tremaining: 12.2s\n",
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            "25:\tlearn: 1.0635963\ttotal: 324ms\tremaining: 12.1s\n",
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            "27:\tlearn: 1.0580880\ttotal: 349ms\tremaining: 12.1s\n",
            "28:\tlearn: 1.0559221\ttotal: 361ms\tremaining: 12.1s\n",
            "29:\tlearn: 1.0531982\ttotal: 373ms\tremaining: 12.1s\n",
            "30:\tlearn: 1.0507117\ttotal: 387ms\tremaining: 12.1s\n",
            "31:\tlearn: 1.0488179\ttotal: 399ms\tremaining: 12.1s\n",
            "32:\tlearn: 1.0466149\ttotal: 411ms\tremaining: 12s\n",
            "33:\tlearn: 1.0447568\ttotal: 423ms\tremaining: 12s\n",
            "34:\tlearn: 1.0429027\ttotal: 435ms\tremaining: 12s\n",
            "35:\tlearn: 1.0405606\ttotal: 446ms\tremaining: 11.9s\n",
            "36:\tlearn: 1.0385254\ttotal: 458ms\tremaining: 11.9s\n",
            "37:\tlearn: 1.0370259\ttotal: 464ms\tremaining: 11.8s\n",
            "38:\tlearn: 1.0350652\ttotal: 470ms\tremaining: 11.6s\n",
            "39:\tlearn: 1.0338636\ttotal: 475ms\tremaining: 11.4s\n",
            "40:\tlearn: 1.0317483\ttotal: 480ms\tremaining: 11.2s\n",
            "41:\tlearn: 1.0302935\ttotal: 486ms\tremaining: 11.1s\n",
            "42:\tlearn: 1.0287173\ttotal: 491ms\tremaining: 10.9s\n",
            "43:\tlearn: 1.0272870\ttotal: 496ms\tremaining: 10.8s\n",
            "44:\tlearn: 1.0258380\ttotal: 502ms\tremaining: 10.6s\n",
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            "978:\tlearn: 0.6477050\ttotal: 8.36s\tremaining: 179ms\n",
            "979:\tlearn: 0.6473826\ttotal: 8.37s\tremaining: 171ms\n",
            "980:\tlearn: 0.6470905\ttotal: 8.38s\tremaining: 162ms\n",
            "981:\tlearn: 0.6468876\ttotal: 8.39s\tremaining: 154ms\n",
            "982:\tlearn: 0.6467560\ttotal: 8.4s\tremaining: 145ms\n",
            "983:\tlearn: 0.6466305\ttotal: 8.41s\tremaining: 137ms\n",
            "984:\tlearn: 0.6464516\ttotal: 8.43s\tremaining: 128ms\n",
            "985:\tlearn: 0.6461949\ttotal: 8.44s\tremaining: 120ms\n",
            "986:\tlearn: 0.6459798\ttotal: 8.45s\tremaining: 111ms\n",
            "987:\tlearn: 0.6456970\ttotal: 8.47s\tremaining: 103ms\n",
            "988:\tlearn: 0.6453963\ttotal: 8.48s\tremaining: 94.3ms\n",
            "989:\tlearn: 0.6451775\ttotal: 8.49s\tremaining: 85.8ms\n",
            "990:\tlearn: 0.6450038\ttotal: 8.51s\tremaining: 77.3ms\n",
            "991:\tlearn: 0.6447298\ttotal: 8.52s\tremaining: 68.7ms\n",
            "992:\tlearn: 0.6443728\ttotal: 8.53s\tremaining: 60.1ms\n",
            "993:\tlearn: 0.6440920\ttotal: 8.54s\tremaining: 51.6ms\n",
            "994:\tlearn: 0.6439815\ttotal: 8.55s\tremaining: 43ms\n",
            "995:\tlearn: 0.6439145\ttotal: 8.56s\tremaining: 34.4ms\n",
            "996:\tlearn: 0.6436047\ttotal: 8.58s\tremaining: 25.8ms\n",
            "997:\tlearn: 0.6434930\ttotal: 8.59s\tremaining: 17.2ms\n",
            "998:\tlearn: 0.6432466\ttotal: 8.6s\tremaining: 8.61ms\n",
            "999:\tlearn: 0.6430440\ttotal: 8.61s\tremaining: 0us\n",
            "Accuracy: 0.5183808343659645\n",
            "Confusion Matrix:\n",
            " [[239 140  65 153]\n",
            " [135 191 159  67]\n",
            " [ 64 114 323  79]\n",
            " [109  50  31 502]]\n",
            "Classification Report:\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           A       0.44      0.40      0.42       597\n",
            "           B       0.39      0.35      0.36       552\n",
            "           C       0.56      0.56      0.56       580\n",
            "           D       0.63      0.73      0.67       692\n",
            "\n",
            "    accuracy                           0.52      2421\n",
            "   macro avg       0.50      0.51      0.50      2421\n",
            "weighted avg       0.51      0.52      0.51      2421\n",
            "\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "No data for colormapping provided via 'c'. Parameters 'vmin', 'vmax' will be ignored\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1150x660 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **4. Logistic Regression**"
      ],
      "metadata": {
        "id": "pB19FEZtAfZA"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Initialize and train the Logistic Regression model\n",
        "model = LogisticRegression(max_iter=1000, multi_class='multinomial', solver='lbfgs')\n",
        "model.fit(X_train_split, y_train_split)\n",
        "\n",
        "# Make predictions on the validation set\n",
        "y_val_pred_encoded = model.predict(X_val_split)\n",
        "\n",
        "# Convert y_val_encoded back to original labels\n",
        "y_val_original = label_encoder.inverse_transform(y_val_split.reshape(-1, 1))  # Reshape labels\n",
        "\n",
        "# Convert encoded predictions back to original labels\n",
        "y_val_pred_original = label_encoder.inverse_transform(y_val_pred_encoded.reshape(-1, 1))  # Reshape predictions\n",
        "\n",
        "# Evaluate the model on the validation set\n",
        "accuracy = accuracy_score(y_val_original, y_val_pred_original)\n",
        "confusion = confusion_matrix(y_val_original, y_val_pred_original)\n",
        "classification_rep = classification_report(y_val_original, y_val_pred_original, zero_division=1)\n",
        "\n",
        "# Print evaluation metrics\n",
        "print(\"Accuracy:\", accuracy)\n",
        "print(\"Confusion Matrix:\\n\", confusion)\n",
        "print(\"Classification Report:\\n\", classification_rep)\n",
        "\n",
        "# Calculate SHAP values using LinearExplainer\n",
        "shap.LinearExplainer(model, X_train_split)\n",
        "shap_values = explainer.shap_values(X_val_split)\n",
        "\n",
        "# Plot SHAP summary plot\n",
        "shap.summary_plot(shap_values, X_val_split, plot_type=\"bar\", color=plt.get_cmap('Blues'))\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "KJarocECAnfp",
        "outputId": "b34249b1-6c91-49e2-8bee-1fd3787ad58e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Accuracy: 0.5039239983477901\n",
            "Confusion Matrix:\n",
            " [[277  88 109 123]\n",
            " [174 117 199  62]\n",
            " [ 73  90 331  86]\n",
            " [142  22  33 495]]\n",
            "Classification Report:\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           A       0.42      0.46      0.44       597\n",
            "           B       0.37      0.21      0.27       552\n",
            "           C       0.49      0.57      0.53       580\n",
            "           D       0.65      0.72      0.68       692\n",
            "\n",
            "    accuracy                           0.50      2421\n",
            "   macro avg       0.48      0.49      0.48      2421\n",
            "weighted avg       0.49      0.50      0.49      2421\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x950 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **5. Random Forest (Ensemble)**"
      ],
      "metadata": {
        "id": "ubGm1JsgFeS4"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Initialize and train the Random Forest model\n",
        "model = RandomForestClassifier()\n",
        "model.fit(X_train_split, y_train_split)\n",
        "\n",
        "# Make predictions on the validation set\n",
        "y_val_pred_encoded = model.predict(X_val_split)\n",
        "\n",
        "# Convert y_val_encoded back to original labels\n",
        "y_val_original = label_encoder.inverse_transform(y_val_split.reshape(-1, 1))  # Reshape labels\n",
        "\n",
        "# Convert encoded predictions back to original labels\n",
        "y_val_pred_original = label_encoder.inverse_transform(y_val_pred_encoded.reshape(-1, 1))  # Reshape predictions\n",
        "\n",
        "# Evaluate the model on the validation set\n",
        "accuracy = accuracy_score(y_val_original, y_val_pred_original)\n",
        "confusion = confusion_matrix(y_val_original, y_val_pred_original)\n",
        "classification_rep = classification_report(y_val_original, y_val_pred_original, zero_division=1)\n",
        "\n",
        "# Print evaluation metrics\n",
        "print(\"Accuracy:\", accuracy)\n",
        "print(\"Confusion Matrix:\\n\", confusion)\n",
        "print(\"Classification Report:\\n\", classification_rep)\n",
        "\n",
        "# Calculate SHAP values using TreeExplainer\n",
        "explainer = shap.TreeExplainer(model)\n",
        "shap_values = explainer.shap_values(X_val_split)\n",
        "\n",
        "# Plot SHAP summary plot\n",
        "shap.summary_plot(shap_values, X_val_split, plot_type=\"bar\", color=plt.get_cmap('Blues'))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "tnH7bUSVFyDy",
        "outputId": "be6faf80-626a-4ac8-b6c4-f5aa3035d68b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Accuracy: 0.4940107393638992\n",
            "Confusion Matrix:\n",
            " [[225 131  92 149]\n",
            " [133 196 151  72]\n",
            " [ 70 145 288  77]\n",
            " [106  54  45 487]]\n",
            "Classification Report:\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           A       0.42      0.38      0.40       597\n",
            "           B       0.37      0.36      0.36       552\n",
            "           C       0.50      0.50      0.50       580\n",
            "           D       0.62      0.70      0.66       692\n",
            "\n",
            "    accuracy                           0.49      2421\n",
            "   macro avg       0.48      0.48      0.48      2421\n",
            "weighted avg       0.49      0.49      0.49      2421\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x950 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **6. Decision Tree**"
      ],
      "metadata": {
        "id": "5XDIEjzbFyOR"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Initialize and train the Decision Tree model\n",
        "model = DecisionTreeClassifier()\n",
        "model.fit(X_train_split, y_train_split)\n",
        "\n",
        "# Make predictions on the validation set\n",
        "y_val_pred_encoded = model.predict(X_val_split)\n",
        "\n",
        "# Convert y_val_encoded back to original labels\n",
        "y_val_original = label_encoder.inverse_transform(y_val_split.reshape(-1, 1))  # Reshape labels\n",
        "\n",
        "# Convert encoded predictions back to original labels\n",
        "y_val_pred_original = label_encoder.inverse_transform(y_val_pred_encoded.reshape(-1, 1))  # Reshape predictions\n",
        "\n",
        "# Evaluate the model on the validation set\n",
        "accuracy = accuracy_score(y_val_original, y_val_pred_original)\n",
        "confusion = confusion_matrix(y_val_original, y_val_pred_original)\n",
        "classification_rep = classification_report(y_val_original, y_val_pred_original, zero_division=1)\n",
        "\n",
        "# Print evaluation metrics\n",
        "print(\"Accuracy:\", accuracy)\n",
        "print(\"Confusion Matrix:\\n\", confusion)\n",
        "print(\"Classification Report:\\n\", classification_rep)\n",
        "\n",
        "# Calculate SHAP values using TreeExplainer\n",
        "explainer = shap.TreeExplainer(model)\n",
        "shap_values = explainer.shap_values(X_val_split)\n",
        "\n",
        "# Plot SHAP summary plot\n",
        "shap.summary_plot(shap_values, X_val_split, plot_type=\"bar\", color=plt.get_cmap('Blues')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "hXo2SXoFFybw",
        "outputId": "ff34448f-3e32-404c-c71e-97c45f8a59ff"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Accuracy: 0.4316398182569186\n",
            "Confusion Matrix:\n",
            " [[217 137 113 130]\n",
            " [173 178 132  69]\n",
            " [ 99 171 248  62]\n",
            " [155  76  59 402]]\n",
            "Classification Report:\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           A       0.34      0.36      0.35       597\n",
            "           B       0.32      0.32      0.32       552\n",
            "           C       0.45      0.43      0.44       580\n",
            "           D       0.61      0.58      0.59       692\n",
            "\n",
            "    accuracy                           0.43      2421\n",
            "   macro avg       0.43      0.42      0.43      2421\n",
            "weighted avg       0.44      0.43      0.43      2421\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x950 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# **Generating PDF Reports**"
      ],
      "metadata": {
        "id": "Ss0Reg3RRXEK"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install reportlab"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "2mZjC-IoUNib",
        "outputId": "fa2c753f-3e14-4a49-a5ec-bbe5797fd768"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Collecting reportlab\n",
            "  Downloading reportlab-4.0.4-py3-none-any.whl (1.9 MB)\n",
            "\u001b[?25l     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m0.0/1.9 MB\u001b[0m \u001b[31m?\u001b[0m eta \u001b[36m-:--:--\u001b[0m\r\u001b[2K     \u001b[91m━\u001b[0m\u001b[90m╺\u001b[0m\u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m0.1/1.9 MB\u001b[0m \u001b[31m1.7 MB/s\u001b[0m eta \u001b[36m0:00:02\u001b[0m\r\u001b[2K     \u001b[91m━━━━\u001b[0m\u001b[90m╺\u001b[0m\u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m0.2/1.9 MB\u001b[0m \u001b[31m3.8 MB/s\u001b[0m eta \u001b[36m0:00:01\u001b[0m\r\u001b[2K     \u001b[91m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[91m╸\u001b[0m\u001b[90m━━━━━━━━━\u001b[0m \u001b[32m1.5/1.9 MB\u001b[0m \u001b[31m14.3 MB/s\u001b[0m eta \u001b[36m0:00:01\u001b[0m\r\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.9/1.9 MB\u001b[0m \u001b[31m16.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25hRequirement already satisfied: pillow>=9.0.0 in /usr/local/lib/python3.10/dist-packages (from reportlab) (9.4.0)\n",
            "Installing collected packages: reportlab\n",
            "Successfully installed reportlab-4.0.4\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "pip install imgkit"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "q9KhqEl5UfRL",
        "outputId": "6a4d25db-dfa7-4947-bd2c-20769001badc"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Collecting imgkit\n",
            "  Downloading imgkit-1.2.3-py3-none-any.whl (10 kB)\n",
            "Requirement already satisfied: six in /usr/local/lib/python3.10/dist-packages (from imgkit) (1.16.0)\n",
            "Installing collected packages: imgkit\n",
            "Successfully installed imgkit-1.2.3\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install fpdf"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "fdA53fu5WF3U",
        "outputId": "396de34a-8eea-4c17-94cd-43271bb2aaec"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Collecting fpdf\n",
            "  Downloading fpdf-1.7.2.tar.gz (39 kB)\n",
            "  Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "Building wheels for collected packages: fpdf\n",
            "  Building wheel for fpdf (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for fpdf: filename=fpdf-1.7.2-py2.py3-none-any.whl size=40702 sha256=78fc0f94144c123de098bb003d2bf0932cf48b16e160defa5b9d8b508e36c5ef\n",
            "  Stored in directory: /root/.cache/pip/wheels/f9/95/ba/f418094659025eb9611f17cbcaf2334236bf39a0c3453ea455\n",
            "Successfully built fpdf\n",
            "Installing collected packages: fpdf\n",
            "Successfully installed fpdf-1.7.2\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "The following report generation code in PDF can be extended to the other models as well"
      ],
      "metadata": {
        "id": "rdyYfZMbaky1"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from fpdf import FPDF\n",
        "import shap\n",
        "import IPython.display as display\n",
        "from contextlib import redirect_stdout\n",
        "from sklearn.tree import DecisionTreeClassifier\n",
        "from sklearn.metrics import accuracy_score, confusion_matrix, classification_report\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.preprocessing import OrdinalEncoder\n",
        "import pandas as pd\n",
        "import io\n",
        "import matplotlib.pyplot as plt\n",
        "from matplotlib.backends.backend_agg import FigureCanvasAgg as FigureCanvas\n",
        "\n",
        "# Initialize and train the Decision Tree model\n",
        "model = DecisionTreeClassifier()\n",
        "model.fit(X_train_split, y_train_split)\n",
        "\n",
        "# Calculate SHAP values using TreeExplainer\n",
        "explainer = shap.TreeExplainer(model)\n",
        "shap_values = explainer.shap_values(X_val_split)\n",
        "\n",
        "# Generate SHAP summary plot\n",
        "shap.summary_plot(shap_values, X_val_split, plot_type=\"bar\", show=False)\n",
        "shap_summary_plot_image_path = \"shap_summary_plot.png\"\n",
        "\n",
        "# Save SHAP summary plot as a PNG image\n",
        "plt.savefig(shap_summary_plot_image_path, bbox_inches='tight')\n",
        "plt.close()\n",
        "\n",
        "# Create a PDF report using fpdf\n",
        "pdf = FPDF()\n",
        "pdf.add_page()\n",
        "pdf.set_auto_page_break(auto=True, margin=15)\n",
        "\n",
        "# Add custom logo\n",
        "pdf.image(\"images.png\", x=10, y=10, w=50)\n",
        "pdf.ln(60)\n",
        "\n",
        "# Add heading\n",
        "pdf.set_font(\"Arial\", \"B\", 16)\n",
        "pdf.cell(0, 1, \"Evaluation Of Decision Tree Metrics\", 0, 1, \"C\")\n",
        "pdf.ln(10)\n",
        "\n",
        "# Add captured output\n",
        "output_string = \"\"\n",
        "with io.StringIO() as buf, redirect_stdout(buf):\n",
        "    # Your previous code for evaluation and printing metrics\n",
        "    print(\"Accuracy:\", accuracy)\n",
        "    print(\"Confusion Matrix:\\n\", confusion)\n",
        "    print(\"Classification Report:\\n\", classification_rep)\n",
        "    output_string = buf.getvalue()\n",
        "\n",
        "pdf.set_font(\"Arial\", size=12)\n",
        "pdf.multi_cell(0, 10, output_string)\n",
        "pdf.ln(10)\n",
        "\n",
        "# Add SHAP summary plot image\n",
        "pdf.image(shap_summary_plot_image_path, x=10, w=190)\n",
        "pdf.ln(140)\n",
        "\n",
        "# Save the PDF report\n",
        "pdf_output_path = \"decision_tree_evaluation_report.pdf\"\n",
        "pdf.output(pdf_output_path)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 35
        },
        "id": "No8_8RgSRchb",
        "outputId": "8faf2a6f-b194-43fd-e58a-2ad90f964b5e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "''"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "string"
            }
          },
          "metadata": {},
          "execution_count": 119
        }
      ]
    }
  ]
}