DecisionTreeClassifier_small.ipynb

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        "import pandas as pd\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.tree import DecisionTreeClassifier\n",
        "from sklearn import tree\n",
        "import matplotlib.pyplot as plt\n",
        "from sklearn.metrics import classification_report"
      ]
    },
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      "source": [
        "# Load the dataset\n",
        "file_path = 'sat_train.csv'\n",
        "df = pd.read_csv(file_path)\n",
        "df.head()"
      ],
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      "source": [
        "# Split the dataset into features (X) and target (y)\n",
        "X = df.iloc[:, :-1]\n",
        "y = df.iloc[:, -1]"
      ],
      "metadata": {
        "id": "wt1KXXLelotr"
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        "# Split the dataset into training and testing sets\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=365)"
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        "# Create a decision tree classifier with pruning\n",
        "pruning_hyperparameter = 0.02\n",
        "dt_classifier = DecisionTreeClassifier(random_state=365, ccp_alpha=pruning_hyperparameter)\n",
        "\n",
        "# Fit the model to the training data\n",
        "dt_classifier.fit(X_train, y_train)"
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              "DecisionTreeClassifier(ccp_alpha=0.02, random_state=365)"
            ],
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              "<style>#sk-container-id-1 {color: black;background-color: white;}#sk-container-id-1 pre{padding: 0;}#sk-container-id-1 div.sk-toggleable {background-color: white;}#sk-container-id-1 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-1 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-1 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-1 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-1 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-1 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-1 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-1 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-1 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-1 div.sk-item {position: relative;z-index: 1;}#sk-container-id-1 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-1 div.sk-item::before, #sk-container-id-1 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-1 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-1 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-1 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-1 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-1 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-1 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-1 div.sk-label-container {text-align: center;}#sk-container-id-1 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https://github.com/scikit-learn/scikit-learn/issues/21755 */display: inline-block !important;position: relative;}#sk-container-id-1 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>DecisionTreeClassifier(ccp_alpha=0.02, random_state=365)</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">DecisionTreeClassifier</label><div class=\"sk-toggleable__content\"><pre>DecisionTreeClassifier(ccp_alpha=0.02, random_state=365)</pre></div></div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(15,10))\n",
        "tree.plot_tree(dt_classifier, filled=True)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 807
        },
        "id": "S8q_O_DrmjJW",
        "outputId": "ae556de0-cb7e-4be6-d7ce-8e5e2e507ad8"
      },
      "execution_count": 9,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x1000 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Predict the target variable for the test set\n",
        "y_pred = dt_classifier.predict(X_test)"
      ],
      "metadata": {
        "id": "-bVSjWTOmTFy"
      },
      "execution_count": 7,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "print(classification_report(y_test, y_pred))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "LRyZbzmRl075",
        "outputId": "e9d4bc8a-3983-45b9-d325-e86c7d77bbea"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "              precision    recall  f1-score   support\n",
            "\n",
            "           1       0.87      0.91      0.89       222\n",
            "           2       0.98      0.88      0.92        97\n",
            "           3       0.73      0.94      0.82       180\n",
            "           4       0.31      0.16      0.21       101\n",
            "           5       0.94      0.56      0.70        81\n",
            "           7       0.75      0.86      0.80       206\n",
            "\n",
            "    accuracy                           0.78       887\n",
            "   macro avg       0.76      0.72      0.72       887\n",
            "weighted avg       0.77      0.78      0.76       887\n",
            "\n"
          ]
        }
      ]
    }
  ]
}