naive_bayes_13817.ipynb

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    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "fW6ROTtwAwM8"
      },
      "outputs": [],
      "source": [
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import pandas as pd"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "dataset = pd.read_csv('indonesia_salary.csv')\n",
        "X = dataset.iloc[:, [2, 1]].values\n",
        "y = dataset.iloc[:, -1].values"
      ],
      "metadata": {
        "id": "4aFFoZRHCLvO"
      },
      "execution_count": 8,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 0.25, random_state = 0)"
      ],
      "metadata": {
        "id": "xIRGl-WICvaW"
      },
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.preprocessing import StandardScaler\n",
        "sc = StandardScaler()\n",
        "X_train = sc.fit_transform(X_train)\n",
        "X_test = sc.transform(X_test)"
      ],
      "metadata": {
        "id": "JM60lTu1DmCz"
      },
      "execution_count": 10,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.naive_bayes import GaussianNB\n",
        "classifier = GaussianNB()\n",
        "classifier.fit(X_train, y_train)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 74
        },
        "id": "327wVPDUFy41",
        "outputId": "cff245b1-7b3e-4b26-f445-f3b5dc7337b0"
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      "execution_count": 11,
      "outputs": [
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          "data": {
            "text/plain": [
              "GaussianNB()"
            ],
            "text/html": [
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            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y_pred = classifier.predict(X_test)"
      ],
      "metadata": {
        "id": "H8G8TrHGF11g"
      },
      "execution_count": 12,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.metrics import confusion_matrix\n",
        "cm = confusion_matrix(y_test, y_pred)\n",
        "print(cm)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "JmguroLhGGky",
        "outputId": "e57e76ba-d7f3-411c-912e-9f50d53f4eb2"
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      "execution_count": 13,
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          "text": [
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        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from matplotlib.colors import ListedColormap\n",
        "X_set, y_set = X_train, y_train\n",
        "X1, X2 = np.meshgrid(np.arange(start = X_set[:, 0].min() - 1, stop = X_set[:, 0].max() + 1, step = 0.01),\n",
        "                     np.arange(start = X_set[:, 1].min() - 1, stop = X_set[:, 1].max() + 1, step = 0.01))\n",
        "plt.contourf(X1, X2, classifier.predict(np.array([X1.ravel(), X2.ravel()]).T).reshape(X1.shape),\n",
        "             alpha = 0.75, cmap = ListedColormap(('red', 'green')))\n",
        "plt.xlim(X1.min(), X1.max())\n",
        "plt.ylim(X2.min(), X2.max())\n",
        "for i, j in enumerate(np.unique(y_set)):\n",
        "    plt.scatter(X_set[y_set == j, 0], X_set[y_set == j, 1],\n",
        "                c = ListedColormap(('red', 'green'))(i), label = j)\n",
        "plt.title('Naive Bayes (Training set)')\n",
        "plt.xlabel('Salary')\n",
        "plt.ylabel('Year')\n",
        "plt.legend()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 670
        },
        "id": "13z-h29PGRNm",
        "outputId": "53f92157-c517-415f-cc94-753f63e7e982"
      },
      "execution_count": 16,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-16-260f5393c4a8>:10: UserWarning: *c* argument looks like a single numeric RGB or RGBA sequence, which should be avoided as value-mapping will have precedence in case its length matches with *x* & *y*.  Please use the *color* keyword-argument or provide a 2D array with a single row if you intend to specify the same RGB or RGBA value for all points.\n",
            "  plt.scatter(X_set[y_set == j, 0], X_set[y_set == j, 1],\n"
          ]
        },
        {
          "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": [
        "from matplotlib.colors import ListedColormap\n",
        "X_set, y_set = X_test, y_test\n",
        "X1, X2 = np.meshgrid(np.arange(start = X_set[:, 0].min() - 1, stop = X_set[:, 0].max() + 1, step = 0.01),\n",
        "                     np.arange(start = X_set[:, 1].min() - 1, stop = X_set[:, 1].max() + 1, step = 0.01))\n",
        "plt.contourf(X1, X2, classifier.predict(np.array([X1.ravel(), X2.ravel()]).T).reshape(X1.shape),\n",
        "             alpha = 0.75, cmap = ListedColormap(('red', 'green')))\n",
        "plt.xlim(X1.min(), X1.max())\n",
        "plt.ylim(X2.min(), X2.max())\n",
        "for i, j in enumerate(np.unique(y_set)):\n",
        "    plt.scatter(X_set[y_set == j, 0], X_set[y_set == j, 1],\n",
        "                c = ListedColormap(('red', 'green'))(i), label = j)\n",
        "plt.title('Naive Bayes (Test set)')\n",
        "plt.xlabel('Salary')\n",
        "plt.ylabel('Year')\n",
        "plt.legend()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 670
        },
        "id": "JGSg701jGeQs",
        "outputId": "e72d867a-b4e0-4d54-9971-573ba29958de"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-17-934bc4bad45b>:10: UserWarning: *c* argument looks like a single numeric RGB or RGBA sequence, which should be avoided as value-mapping will have precedence in case its length matches with *x* & *y*.  Please use the *color* keyword-argument or provide a 2D array with a single row if you intend to specify the same RGB or RGBA value for all points.\n",
            "  plt.scatter(X_set[y_set == j, 0], X_set[y_set == j, 1],\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}