DBSCAN.ipynb

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        "<a href=\"https://colab.research.google.com/github/Megha1230/ML/blob/main/DBSCAN.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
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      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "import plotly as py\n",
        "import plotly.graph_objs as gb\n",
        "from sklearn.cluster import DBSCAN\n",
        "from sklearn.preprocessing import StandardScaler"
      ]
    },
    {
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      "source": [
        "df=pd.read_csv(\"https://raw.githubusercontent.com/ezioauditore-tech/AI/main/datasets/Mall_Customers.csv\")\n",
        "df"
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              "     CustomerID  Gender  Age  Annual Income (k$)  Spending Score (1-100)\n",
              "0             1    Male   19                  15                      39\n",
              "1             2    Male   21                  15                      81\n",
              "2             3  Female   20                  16                       6\n",
              "3             4  Female   23                  16                      77\n",
              "4             5  Female   31                  17                      40\n",
              "..          ...     ...  ...                 ...                     ...\n",
              "195         196  Female   35                 120                      79\n",
              "196         197  Female   45                 126                      28\n",
              "197         198    Male   32                 126                      74\n",
              "198         199    Male   32                 137                      18\n",
              "199         200    Male   30                 137                      83\n",
              "\n",
              "[200 rows x 5 columns]"
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        "x = df[['Annual Income (k$)','Spending Score (1-100)']]\n",
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              "     Annual Income (k$)  Spending Score (1-100)\n",
              "0                    15                      39\n",
              "1                    15                      81\n",
              "2                    16                       6\n",
              "3                    16                      77\n",
              "4                    17                      40\n",
              "..                  ...                     ...\n",
              "195                 120                      79\n",
              "196                 126                      28\n",
              "197                 126                      74\n",
              "198                 137                      18\n",
              "199                 137                      83\n",
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              "[200 rows x 2 columns]"
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              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-204e9490-0771-4edb-8eaa-06b4c876d938 button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-204e9490-0771-4edb-8eaa-06b4c876d938');\n",
              "        const dataTable =\n",
              "          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",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
              "        const docLink = document.createElement('div');\n",
              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
              "      }\n",
              "    </script>\n",
              "  </div>\n",
              "\n",
              "\n",
              "<div id=\"df-49c097a7-ce6c-4e03-8168-39e634ff0123\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-49c097a7-ce6c-4e03-8168-39e634ff0123')\"\n",
              "            title=\"Suggest charts\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "     width=\"24px\">\n",
              "    <g>\n",
              "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
              "    </g>\n",
              "</svg>\n",
              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
              "      --hover-bg-color: #E2EBFA;\n",
              "      --hover-fill-color: #174EA6;\n",
              "      --disabled-fill-color: #AAA;\n",
              "      --disabled-bg-color: #DDD;\n",
              "  }\n",
              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
              "      --bg-color: #3B4455;\n",
              "      --fill-color: #D2E3FC;\n",
              "      --hover-bg-color: #434B5C;\n",
              "      --hover-fill-color: #FFFFFF;\n",
              "      --disabled-bg-color: #3B4455;\n",
              "      --disabled-fill-color: #666;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart {\n",
              "    background-color: var(--bg-color);\n",
              "    border: none;\n",
              "    border-radius: 50%;\n",
              "    cursor: pointer;\n",
              "    display: none;\n",
              "    fill: var(--fill-color);\n",
              "    height: 32px;\n",
              "    padding: 0;\n",
              "    width: 32px;\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart:hover {\n",
              "    background-color: var(--hover-bg-color);\n",
              "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "    fill: var(--button-hover-fill-color);\n",
              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
              "  .colab-df-quickchart-complete:disabled:hover {\n",
              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
              "    }\n",
              "    20% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    30% {\n",
              "      border-color: transparent;\n",
              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    40% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "    }\n",
              "    60% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "    90% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-49c097a7-ce6c-4e03-8168-39e634ff0123 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "x_scaled = StandardScaler().fit_transform(x)"
      ],
      "metadata": {
        "id": "-55hnSBNuOax"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "dbscan=DBSCAN(eps=0.5,min_samples=5)\n",
        "clusters=dbscan.fit_predict(x_scaled)"
      ],
      "metadata": {
        "id": "zXFDRZCWvx0_"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "centroids = pd.DataFrame(x_scaled).groupby(clusters).mean().values"
      ],
      "metadata": {
        "id": "b6l_bmLSwY99"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(8, 6))\n",
        "plt.scatter(x['Annual Income (k$)'], x['Spending Score (1-100)'], c=clusters, cmap='viridis', edgecolors='k', s=50)\n",
        "plt.title('DBSCAN Clustering of Mall Customer Data')\n",
        "plt.xlabel('Annual Income (k$)')\n",
        "plt.ylabel('Spending Score (1-100)')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 564
        },
        "id": "H7hTqOhmuYEj",
        "outputId": "303ed7d6-fc3e-456a-e03c-73d83daf0ff2"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}