Iris_dataset_analysis.ipynb

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      "source": [
        "# Introduction"
      ],
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      "execution_count": 23,
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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.datasets import load_iris\n",
        "\n",
        "data = load_iris()"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df = pd.DataFrame(data['data'])"
      ],
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        "id": "HroZ_4yyvKiK"
      },
      "execution_count": 24,
      "outputs": []
    },
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      "cell_type": "code",
      "source": [
        "df.columns = data['feature_names']"
      ],
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        "id": "T8BiOeZIvN9m"
      },
      "execution_count": 25,
      "outputs": []
    },
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      "cell_type": "code",
      "source": [
        "df['target'] = data['target']"
      ],
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        "id": "EzqHjUSxD8qH"
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      "execution_count": 26,
      "outputs": []
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        "df"
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        "outputId": "556f16d8-3ee0-491e-c830-fa988c60f861"
      },
      "execution_count": 27,
      "outputs": [
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              "     sepal length (cm)  sepal width (cm)  petal length (cm)  petal width (cm)  \\\n",
              "0                  5.1               3.5                1.4               0.2   \n",
              "1                  4.9               3.0                1.4               0.2   \n",
              "2                  4.7               3.2                1.3               0.2   \n",
              "3                  4.6               3.1                1.5               0.2   \n",
              "4                  5.0               3.6                1.4               0.2   \n",
              "..                 ...               ...                ...               ...   \n",
              "145                6.7               3.0                5.2               2.3   \n",
              "146                6.3               2.5                5.0               1.9   \n",
              "147                6.5               3.0                5.2               2.0   \n",
              "148                6.2               3.4                5.4               2.3   \n",
              "149                5.9               3.0                5.1               1.8   \n",
              "\n",
              "     target  \n",
              "0         0  \n",
              "1         0  \n",
              "2         0  \n",
              "3         0  \n",
              "4         0  \n",
              "..      ...  \n",
              "145       2  \n",
              "146       2  \n",
              "147       2  \n",
              "148       2  \n",
              "149       2  \n",
              "\n",
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              "      <th>sepal length (cm)</th>\n",
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            }
          },
          "metadata": {},
          "execution_count": 27
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.describe()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 300
        },
        "id": "frkqC_VdECon",
        "outputId": "02ae09a9-a62a-4fc6-ee80-7ea416c80610"
      },
      "execution_count": 28,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       sepal length (cm)  sepal width (cm)  petal length (cm)  \\\n",
              "count         150.000000        150.000000         150.000000   \n",
              "mean            5.843333          3.057333           3.758000   \n",
              "std             0.828066          0.435866           1.765298   \n",
              "min             4.300000          2.000000           1.000000   \n",
              "25%             5.100000          2.800000           1.600000   \n",
              "50%             5.800000          3.000000           4.350000   \n",
              "75%             6.400000          3.300000           5.100000   \n",
              "max             7.900000          4.400000           6.900000   \n",
              "\n",
              "       petal width (cm)      target  \n",
              "count        150.000000  150.000000  \n",
              "mean           1.199333    1.000000  \n",
              "std            0.762238    0.819232  \n",
              "min            0.100000    0.000000  \n",
              "25%            0.300000    0.000000  \n",
              "50%            1.300000    1.000000  \n",
              "75%            1.800000    2.000000  \n",
              "max            2.500000    2.000000  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-f0f77738-2878-48bc-880a-6c184dca9f48\" class=\"colab-df-container\">\n",
              "    <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
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              "    }\n",
              "\n",
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              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>sepal length (cm)</th>\n",
              "      <th>sepal width (cm)</th>\n",
              "      <th>petal length (cm)</th>\n",
              "      <th>petal width (cm)</th>\n",
              "      <th>target</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>count</th>\n",
              "      <td>150.000000</td>\n",
              "      <td>150.000000</td>\n",
              "      <td>150.000000</td>\n",
              "      <td>150.000000</td>\n",
              "      <td>150.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>mean</th>\n",
              "      <td>5.843333</td>\n",
              "      <td>3.057333</td>\n",
              "      <td>3.758000</td>\n",
              "      <td>1.199333</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>std</th>\n",
              "      <td>0.828066</td>\n",
              "      <td>0.435866</td>\n",
              "      <td>1.765298</td>\n",
              "      <td>0.762238</td>\n",
              "      <td>0.819232</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>min</th>\n",
              "      <td>4.300000</td>\n",
              "      <td>2.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>0.100000</td>\n",
              "      <td>0.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>25%</th>\n",
              "      <td>5.100000</td>\n",
              "      <td>2.800000</td>\n",
              "      <td>1.600000</td>\n",
              "      <td>0.300000</td>\n",
              "      <td>0.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>50%</th>\n",
              "      <td>5.800000</td>\n",
              "      <td>3.000000</td>\n",
              "      <td>4.350000</td>\n",
              "      <td>1.300000</td>\n",
              "      <td>1.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>75%</th>\n",
              "      <td>6.400000</td>\n",
              "      <td>3.300000</td>\n",
              "      <td>5.100000</td>\n",
              "      <td>1.800000</td>\n",
              "      <td>2.000000</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>max</th>\n",
              "      <td>7.900000</td>\n",
              "      <td>4.400000</td>\n",
              "      <td>6.900000</td>\n",
              "      <td>2.500000</td>\n",
              "      <td>2.000000</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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              "    .colab-df-convert {\n",
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              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-f0f77738-2878-48bc-880a-6c184dca9f48');\n",
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              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
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              "        await google.colab.output.renderOutput(dataTable, element);\n",
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              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
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              "      --hover-bg-color: #E2EBFA;\n",
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              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
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              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
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              "    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",
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              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
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              "    }\n",
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              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
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              "    }\n",
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              "      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-feadfde8-7963-4d33-9fec-aee487c5105c 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",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 8,\n  \"fields\": [\n    {\n      \"column\": \"sepal length (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 51.24711349471842,\n        \"min\": 0.828066127977863,\n        \"max\": 150.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          5.843333333333334,\n          5.8,\n          150.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"sepal width (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 52.08617800869865,\n        \"min\": 0.4358662849366982,\n        \"max\": 150.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          3.0573333333333337,\n          3.0,\n          150.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"petal length (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 51.83521261418364,\n        \"min\": 1.0,\n        \"max\": 150.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          3.7580000000000005,\n          4.35,\n          150.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"petal width (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 52.63664824261751,\n        \"min\": 0.1,\n        \"max\": 150.0,\n        \"num_unique_values\": 8,\n        \"samples\": [\n          1.1993333333333336,\n          1.3,\n          150.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"target\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 52.69404575122032,\n        \"min\": 0.0,\n        \"max\": 150.0,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          1.0,\n          2.0,\n          0.8192319205190405\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 28
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.isna().any()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "rK-0BnoeEyHL",
        "outputId": "4bc424f8-6153-4579-9c7d-230083218285"
      },
      "execution_count": 29,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "sepal length (cm)    False\n",
              "sepal width (cm)     False\n",
              "petal length (cm)    False\n",
              "petal width (cm)     False\n",
              "target               False\n",
              "dtype: bool"
            ]
          },
          "metadata": {},
          "execution_count": 29
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df.isnull().sum()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "iPtOFsXYE3ma",
        "outputId": "37cc9309-8833-4628-bc74-003c8e41301e"
      },
      "execution_count": 30,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "sepal length (cm)    0\n",
              "sepal width (cm)     0\n",
              "petal length (cm)    0\n",
              "petal width (cm)     0\n",
              "target               0\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 30
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Checking Outliers using box-plots\n",
        "\n",
        "def check_outliers(df, column_name):\n",
        "    plt.figure(figsize=(8, 4))\n",
        "    sns.boxplot(x = df[column_name])\n",
        "    plt.title(f\"Box for {column_name}\")\n",
        "    plt.show()\n",
        "\n",
        "for col in data['feature_names']:\n",
        "    check_outliers(df, col)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "z3I4Ffy-FNuK",
        "outputId": "96d56cc3-0666-42aa-8abb-1136364a92b6"
      },
      "execution_count": 31,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Univariate Analysis\n",
        "\n",
        "plt.figure(figsize = (9, 10))\n",
        "\n",
        "sns.set_theme()\n",
        "\n",
        "feature_columns = data['feature_names']\n",
        "\n",
        "for i, feature in enumerate(feature_columns, 1):\n",
        "    plt.subplot(2, 2, i)\n",
        "    sns.histplot(df[feature], kde = True)\n",
        "    plt.title(f\"Distribution of {feature}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 881
        },
        "id": "x75pzgJPGa9h",
        "outputId": "931e3f0d-6a2b-4ceb-c22a-6208a8f04fba"
      },
      "execution_count": 32,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 900x1000 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "\n",
        "sns.histplot(df['target'], kde=True)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 458
        },
        "id": "M2DAnm1CIVNK",
        "outputId": "f9cf8726-8a17-43f7-da78-51881de97e7a"
      },
      "execution_count": 33,
      "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": [
        "# Bivariate analysis\n",
        "plt.figure(figsize = (15, 9))\n",
        "\n",
        "for i, feature in enumerate(feature_columns, 1):\n",
        "    plt.subplot(3, 3, i)\n",
        "    sns.boxplot(data = df, x = 'target', y = feature, hue = 'target')\n",
        "    plt.title(f\"{feature} vs Target\")\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 559
        },
        "id": "iwbAZS4UIdrx",
        "outputId": "9096aa91-55d5-4ba7-8daa-02502646594e"
      },
      "execution_count": 37,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x900 with 4 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Multivariate analysis\n",
        "\n",
        "sns.pairplot(df, hue='target', markers = ['o', 's', 'D'], diag_kind = 'kde', height = 2.5)\n",
        "plt.suptitle('Pair Plot by Target', y = 1.02)\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "R4Qk4daJK60Z",
        "outputId": "5bb6c9c4-6fa4-45d6-a400-73e61b14f29a"
      },
      "execution_count": 40,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1064.62x1000 with 20 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Correlation Matrix\n",
        "\n",
        "corr_matrix = df.corr()\n",
        "corr_matrix"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 206
        },
        "id": "RSPa-uJLLng9",
        "outputId": "c8d9e227-019f-4c66-87f5-47502391b759"
      },
      "execution_count": 41,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                   sepal length (cm)  sepal width (cm)  petal length (cm)  \\\n",
              "sepal length (cm)           1.000000         -0.117570           0.871754   \n",
              "sepal width (cm)           -0.117570          1.000000          -0.428440   \n",
              "petal length (cm)           0.871754         -0.428440           1.000000   \n",
              "petal width (cm)            0.817941         -0.366126           0.962865   \n",
              "target                      0.782561         -0.426658           0.949035   \n",
              "\n",
              "                   petal width (cm)    target  \n",
              "sepal length (cm)          0.817941  0.782561  \n",
              "sepal width (cm)          -0.366126 -0.426658  \n",
              "petal length (cm)          0.962865  0.949035  \n",
              "petal width (cm)           1.000000  0.956547  \n",
              "target                     0.956547  1.000000  "
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              "      <th>sepal length (cm)</th>\n",
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            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "corr_matrix",
              "summary": "{\n  \"name\": \"corr_matrix\",\n  \"rows\": 5,\n  \"fields\": [\n    {\n      \"column\": \"sepal length (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.44844814815593376,\n        \"min\": -0.11756978413300088,\n        \"max\": 1.0,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          -0.11756978413300088,\n          0.7825612318100821,\n          0.8717537758865838\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"sepal width (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.6104326864363265,\n        \"min\": -0.42844010433053864,\n        \"max\": 1.0,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          1.0,\n          -0.42665756078112294,\n          -0.42844010433053864\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"petal length (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.6164009118060736,\n        \"min\": -0.42844010433053864,\n        \"max\": 1.0,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          -0.42844010433053864,\n          0.9490346990083889,\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"petal width (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.585690390600281,\n        \"min\": -0.3661259325364377,\n        \"max\": 1.0,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          -0.3661259325364377,\n          0.9565473328764024,\n          0.962865431402796\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"target\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.6088166016126189,\n        \"min\": -0.42665756078112294,\n        \"max\": 1.0,\n        \"num_unique_values\": 5,\n        \"samples\": [\n          -0.42665756078112294,\n          1.0,\n          0.9490346990083889\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 41
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize = (10, 8))\n",
        "sns.heatmap(corr_matrix, annot=True, cmap = 'coolwarm', fmt = '.2f', linewidths = 0.5)\n",
        "plt.title('Correlation Matrix')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 823
        },
        "id": "uMBHNBQ1MB2-",
        "outputId": "b5ec22c6-9cad-4d94-edd0-facb6b4bb942"
      },
      "execution_count": 43,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x800 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Handling Outliers\n",
        "\n",
        "for feature in data['feature_names']:\n",
        "    Q1 = df[feature].quantile(0.25)\n",
        "    Q3 = df[feature].quantile(0.75)\n",
        "    IQR = Q3 - Q1\n",
        "    lower_bound = Q1 - 1.5 * IQR\n",
        "    upper_bound = Q3 + 1.5 * IQR\n",
        "\n",
        "    df = df[(df[feature] >= lower_bound) & (df[feature] <= upper_bound)]\n",
        "\n",
        "df"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 423
        },
        "id": "gVRlgd4MMVtM",
        "outputId": "7cd13c78-4fab-446d-cabe-1a7a1ea25b45"
      },
      "execution_count": 44,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "     sepal length (cm)  sepal width (cm)  petal length (cm)  petal width (cm)  \\\n",
              "0                  5.1               3.5                1.4               0.2   \n",
              "1                  4.9               3.0                1.4               0.2   \n",
              "2                  4.7               3.2                1.3               0.2   \n",
              "3                  4.6               3.1                1.5               0.2   \n",
              "4                  5.0               3.6                1.4               0.2   \n",
              "..                 ...               ...                ...               ...   \n",
              "145                6.7               3.0                5.2               2.3   \n",
              "146                6.3               2.5                5.0               1.9   \n",
              "147                6.5               3.0                5.2               2.0   \n",
              "148                6.2               3.4                5.4               2.3   \n",
              "149                5.9               3.0                5.1               1.8   \n",
              "\n",
              "     target  \n",
              "0         0  \n",
              "1         0  \n",
              "2         0  \n",
              "3         0  \n",
              "4         0  \n",
              "..      ...  \n",
              "145       2  \n",
              "146       2  \n",
              "147       2  \n",
              "148       2  \n",
              "149       2  \n",
              "\n",
              "[146 rows x 5 columns]"
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              "      <th></th>\n",
              "      <th>sepal length (cm)</th>\n",
              "      <th>sepal width (cm)</th>\n",
              "      <th>petal length (cm)</th>\n",
              "      <th>petal width (cm)</th>\n",
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              "      <th>0</th>\n",
              "      <td>5.1</td>\n",
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              "      <th>1</th>\n",
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              "      <td>1.4</td>\n",
              "      <td>0.2</td>\n",
              "      <td>0</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>4.7</td>\n",
              "      <td>3.2</td>\n",
              "      <td>1.3</td>\n",
              "      <td>0.2</td>\n",
              "      <td>0</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>4.6</td>\n",
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              "      <th>4</th>\n",
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              "      <th>...</th>\n",
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              "      <td>...</td>\n",
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              "      <td>...</td>\n",
              "      <td>...</td>\n",
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              "    <tr>\n",
              "      <th>145</th>\n",
              "      <td>6.7</td>\n",
              "      <td>3.0</td>\n",
              "      <td>5.2</td>\n",
              "      <td>2.3</td>\n",
              "      <td>2</td>\n",
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              "    <tr>\n",
              "      <th>146</th>\n",
              "      <td>6.3</td>\n",
              "      <td>2.5</td>\n",
              "      <td>5.0</td>\n",
              "      <td>1.9</td>\n",
              "      <td>2</td>\n",
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              "    <tr>\n",
              "      <th>147</th>\n",
              "      <td>6.5</td>\n",
              "      <td>3.0</td>\n",
              "      <td>5.2</td>\n",
              "      <td>2.0</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>148</th>\n",
              "      <td>6.2</td>\n",
              "      <td>3.4</td>\n",
              "      <td>5.4</td>\n",
              "      <td>2.3</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>149</th>\n",
              "      <td>5.9</td>\n",
              "      <td>3.0</td>\n",
              "      <td>5.1</td>\n",
              "      <td>1.8</td>\n",
              "      <td>2</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
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              "<p>146 rows × 5 columns</p>\n",
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              "type": "dataframe",
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              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 146,\n  \"fields\": [\n    {\n      \"column\": \"sepal length (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.8340931506936203,\n        \"min\": 4.3,\n        \"max\": 7.9,\n        \"num_unique_values\": 35,\n        \"samples\": [\n          6.2,\n          4.5,\n          5.6\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"sepal width (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.3978526442035591,\n        \"min\": 2.2,\n        \"max\": 4.0,\n        \"num_unique_values\": 19,\n        \"samples\": [\n          3.5,\n          3.9,\n          3.3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"petal length (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 1.7580419175986703,\n        \"min\": 1.0,\n        \"max\": 6.9,\n        \"num_unique_values\": 43,\n        \"samples\": [\n          6.7,\n          3.8,\n          3.7\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"petal width (cm)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.7593933884193745,\n        \"min\": 0.1,\n        \"max\": 2.5,\n        \"num_unique_values\": 22,\n        \"samples\": [\n          0.2,\n          1.2,\n          1.3\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"target\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 2,\n        \"num_unique_values\": 3,\n        \"samples\": [\n          0,\n          1,\n          2\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 44
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "for feature in data['feature_names']:\n",
        "    check_outliers(df, feature)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "U99NhkbsTTJN",
        "outputId": "b3402c38-726d-4a62-8005-fe08c0f55fe9"
      },
      "execution_count": 46,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x400 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Building Model\n",
        "\n",
        "X = data['data']\n",
        "y = data['target']\n",
        "\n",
        "X_transformed = np.log(X)"
      ],
      "metadata": {
        "id": "cCtWoKrTTa5M"
      },
      "execution_count": 48,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "\n",
        "X_train, X_test, y_train, y_test = train_test_split(X_transformed, y, test_size = 0.2, random_state = 42)"
      ],
      "metadata": {
        "id": "Jbkh78YhU6SQ"
      },
      "execution_count": 50,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import GridSearchCV\n",
        "from sklearn.linear_model import LogisticRegression\n",
        "from sklearn.svm import SVC\n",
        "from sklearn.ensemble import RandomForestClassifier\n",
        "from sklearn.neighbors import KNeighborsClassifier\n",
        "\n",
        "# Logistic Regression\n",
        "log_reg_params = {'C':[0.001, 0.01, 0.1, 1, 10, 100]}\n",
        "log_reg = GridSearchCV(LogisticRegression(max_iter = 1000), log_reg_params, cv = 5)\n",
        "log_reg.fit(X_train, y_train)\n",
        "\n",
        "\n",
        "# Random Forest\n",
        "rf_params = {'n_estimators':[50, 100, 200], 'max_depth': [None, 10, 20, 30], 'min_samples_split':[2, 5, 10], 'min_samples_leaf':[1, 2, 4]}\n",
        "rf = GridSearchCV(RandomForestClassifier(), rf_params, cv = 5)\n",
        "rf.fit(X_train, y_train)\n",
        "\n",
        "# Support Vector Machine\n",
        "svm_params = {'C': [0.1, 1, 10], 'kernel': ['linear', 'rbf']}\n",
        "svm = GridSearchCV(SVC(probability=True), svm_params, cv=5)\n",
        "svm.fit(X_train, y_train)\n",
        "\n",
        "# K-Nearest Neighbors\n",
        "knn_params = {'n_neighbors': [3, 5, 7, 10], 'weights': ['uniform', 'distance']}\n",
        "knn = GridSearchCV(KNeighborsClassifier(), knn_params, cv=5)\n",
        "knn.fit(X_train, y_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 118
        },
        "id": "GRme83EDVDM3",
        "outputId": "1e4748f2-8f85-4f12-b1ef-25f59faa550e"
      },
      "execution_count": 51,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "GridSearchCV(cv=5, estimator=KNeighborsClassifier(),\n",
              "             param_grid={'n_neighbors': [3, 5, 7, 10],\n",
              "                         'weights': ['uniform', 'distance']})"
            ],
            "text/html": [
              "<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>GridSearchCV(cv=5, estimator=KNeighborsClassifier(),\n",
              "             param_grid={&#x27;n_neighbors&#x27;: [3, 5, 7, 10],\n",
              "                         &#x27;weights&#x27;: [&#x27;uniform&#x27;, &#x27;distance&#x27;]})</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 sk-dashed-wrapped\"><div class=\"sk-label-container\"><div class=\"sk-label sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" ><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">GridSearchCV</label><div class=\"sk-toggleable__content\"><pre>GridSearchCV(cv=5, estimator=KNeighborsClassifier(),\n",
              "             param_grid={&#x27;n_neighbors&#x27;: [3, 5, 7, 10],\n",
              "                         &#x27;weights&#x27;: [&#x27;uniform&#x27;, &#x27;distance&#x27;]})</pre></div></div></div><div class=\"sk-parallel\"><div class=\"sk-parallel-item\"><div class=\"sk-item\"><div class=\"sk-label-container\"><div class=\"sk-label sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-2\" type=\"checkbox\" ><label for=\"sk-estimator-id-2\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">estimator: KNeighborsClassifier</label><div class=\"sk-toggleable__content\"><pre>KNeighborsClassifier()</pre></div></div></div><div class=\"sk-serial\"><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-3\" type=\"checkbox\" ><label for=\"sk-estimator-id-3\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">KNeighborsClassifier</label><div class=\"sk-toggleable__content\"><pre>KNeighborsClassifier()</pre></div></div></div></div></div></div></div></div></div></div>"
            ]
          },
          "metadata": {},
          "execution_count": 51
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.metrics import accuracy_score, classification_report\n",
        "\n",
        "def evaluate(best_model, X_test, y_test):\n",
        "    y_pred = best_model.predict(X_test)\n",
        "    y_prob = best_model.predict_proba(X_test)\n",
        "\n",
        "    accuracy = accuracy_score(y_test, y_pred)\n",
        "    class_report = classification_report(y_test, y_pred)\n",
        "\n",
        "    print(f\"Best Model: {best_model.best_estimator_}\")\n",
        "    print(f\"Best Parameters: {best_model.best_params_}\")\n",
        "    print(f\"Accuracy: {accuracy:.2f}\")\n",
        "    print(\"Classification Report:\\n\", class_report)\n",
        "    print(\"\\n\")\n",
        "\n",
        "\n",
        "evaluate(log_reg, X_test, y_test)\n",
        "evaluate(rf, X_test, y_test)\n",
        "evaluate(svm, X_test, y_test)\n",
        "evaluate(knn, X_test, y_test)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "n5ld8QLqVi9G",
        "outputId": "c077fc25-9b71-4359-e869-815051bebee7"
      },
      "execution_count": 52,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Best Model: LogisticRegression(C=10, max_iter=1000)\n",
            "Best Parameters: {'C': 10}\n",
            "Accuracy: 1.00\n",
            "Classification Report:\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       1.00      1.00      1.00        10\n",
            "           1       1.00      1.00      1.00         9\n",
            "           2       1.00      1.00      1.00        11\n",
            "\n",
            "    accuracy                           1.00        30\n",
            "   macro avg       1.00      1.00      1.00        30\n",
            "weighted avg       1.00      1.00      1.00        30\n",
            "\n",
            "\n",
            "\n",
            "Best Model: RandomForestClassifier(min_samples_split=10, n_estimators=50)\n",
            "Best Parameters: {'max_depth': None, 'min_samples_leaf': 1, 'min_samples_split': 10, 'n_estimators': 50}\n",
            "Accuracy: 1.00\n",
            "Classification Report:\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       1.00      1.00      1.00        10\n",
            "           1       1.00      1.00      1.00         9\n",
            "           2       1.00      1.00      1.00        11\n",
            "\n",
            "    accuracy                           1.00        30\n",
            "   macro avg       1.00      1.00      1.00        30\n",
            "weighted avg       1.00      1.00      1.00        30\n",
            "\n",
            "\n",
            "\n",
            "Best Model: SVC(C=10, kernel='linear', probability=True)\n",
            "Best Parameters: {'C': 10, 'kernel': 'linear'}\n",
            "Accuracy: 0.97\n",
            "Classification Report:\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       1.00      1.00      1.00        10\n",
            "           1       1.00      0.89      0.94         9\n",
            "           2       0.92      1.00      0.96        11\n",
            "\n",
            "    accuracy                           0.97        30\n",
            "   macro avg       0.97      0.96      0.97        30\n",
            "weighted avg       0.97      0.97      0.97        30\n",
            "\n",
            "\n",
            "\n",
            "Best Model: KNeighborsClassifier()\n",
            "Best Parameters: {'n_neighbors': 5, 'weights': 'uniform'}\n",
            "Accuracy: 1.00\n",
            "Classification Report:\n",
            "               precision    recall  f1-score   support\n",
            "\n",
            "           0       1.00      1.00      1.00        10\n",
            "           1       1.00      1.00      1.00         9\n",
            "           2       1.00      1.00      1.00        11\n",
            "\n",
            "    accuracy                           1.00        30\n",
            "   macro avg       1.00      1.00      1.00        30\n",
            "weighted avg       1.00      1.00      1.00        30\n",
            "\n",
            "\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "Ug47zzxMXKBn"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}