Heirarchial_Clustering.ipynb

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      "source": [
        "import numpy as pd\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt"
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          "text": [
            "Saving Wholesale customers data.csv to Wholesale customers data.csv\n"
          ]
        }
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    },
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      "cell_type": "code",
      "source": [
        "dataset = pd.read_csv('Wholesale customers data.csv')\n",
        "dataset"
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              "     Channel  Region  Fresh   Milk  Grocery  Frozen  Detergents_Paper  \\\n",
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              "    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-df6b1bd5-1727-421f-a3bb-26061c04526f 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": 4
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.preprocessing import normalize\n",
        "data_scaled = normalize(dataset)\n",
        "data_scaled = pd.DataFrame(data_scaled,columns=dataset.columns)\n",
        "data_scaled.head()\n",
        "x=data_scaled\n",
        "x.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 226
        },
        "id": "4jrZ2PvPXal8",
        "outputId": "4194290b-f5b0-41b5-9b58-a24455bb560c"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "    Channel    Region     Fresh      Milk   Grocery    Frozen  \\\n",
              "0  0.000112  0.000168  0.708333  0.539874  0.422741  0.011965   \n",
              "1  0.000125  0.000188  0.442198  0.614704  0.599540  0.110409   \n",
              "2  0.000125  0.000187  0.396552  0.549792  0.479632  0.150119   \n",
              "3  0.000065  0.000194  0.856837  0.077254  0.272650  0.413659   \n",
              "4  0.000079  0.000119  0.895416  0.214203  0.284997  0.155010   \n",
              "\n",
              "   Detergents_Paper  Delicassen  \n",
              "0          0.149505    0.074809  \n",
              "1          0.206342    0.111286  \n",
              "2          0.219467    0.489619  \n",
              "3          0.032749    0.115494  \n",
              "4          0.070358    0.205294  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-3d67da63-f83a-4b09-bc34-96de991ab910\" class=\"colab-df-container\">\n",
              "    <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Channel</th>\n",
              "      <th>Region</th>\n",
              "      <th>Fresh</th>\n",
              "      <th>Milk</th>\n",
              "      <th>Grocery</th>\n",
              "      <th>Frozen</th>\n",
              "      <th>Detergents_Paper</th>\n",
              "      <th>Delicassen</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>0.000112</td>\n",
              "      <td>0.000168</td>\n",
              "      <td>0.708333</td>\n",
              "      <td>0.539874</td>\n",
              "      <td>0.422741</td>\n",
              "      <td>0.011965</td>\n",
              "      <td>0.149505</td>\n",
              "      <td>0.074809</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>0.000125</td>\n",
              "      <td>0.000188</td>\n",
              "      <td>0.442198</td>\n",
              "      <td>0.614704</td>\n",
              "      <td>0.599540</td>\n",
              "      <td>0.110409</td>\n",
              "      <td>0.206342</td>\n",
              "      <td>0.111286</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>0.000125</td>\n",
              "      <td>0.000187</td>\n",
              "      <td>0.396552</td>\n",
              "      <td>0.549792</td>\n",
              "      <td>0.479632</td>\n",
              "      <td>0.150119</td>\n",
              "      <td>0.219467</td>\n",
              "      <td>0.489619</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>0.000065</td>\n",
              "      <td>0.000194</td>\n",
              "      <td>0.856837</td>\n",
              "      <td>0.077254</td>\n",
              "      <td>0.272650</td>\n",
              "      <td>0.413659</td>\n",
              "      <td>0.032749</td>\n",
              "      <td>0.115494</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>0.000079</td>\n",
              "      <td>0.000119</td>\n",
              "      <td>0.895416</td>\n",
              "      <td>0.214203</td>\n",
              "      <td>0.284997</td>\n",
              "      <td>0.155010</td>\n",
              "      <td>0.070358</td>\n",
              "      <td>0.205294</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
              "  <div class=\"colab-df-container\">\n",
              "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-3d67da63-f83a-4b09-bc34-96de991ab910')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n",
              "    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n",
              "  </svg>\n",
              "    </button>\n",
              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    .colab-df-buttons div {\n",
              "      margin-bottom: 4px;\n",
              "    }\n",
              "\n",
              "    [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-3d67da63-f83a-4b09-bc34-96de991ab910 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-3d67da63-f83a-4b09-bc34-96de991ab910');\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-55be1ce3-6384-465c-95a8-33a5db802f4d\">\n",
              "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-55be1ce3-6384-465c-95a8-33a5db802f4d')\"\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-55be1ce3-6384-465c-95a8-33a5db802f4d 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": [
        "import scipy.cluster.hierarchy as sch\n",
        "dendrogram = sch.dendrogram(sch.linkage(x, method='complete'))\n",
        "plt.title(\"Dendrogram\")\n",
        "plt.xlabel('customers')\n",
        "plt.ylabel('Euclidian distance')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 471
        },
        "id": "ELqSWZ1sZNbH",
        "outputId": "5a5e2c84-9bc3-417f-a8af-5b8940d6eb96"
      },
      "execution_count": 11,
      "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": [
        "from sklearn.cluster import AgglomerativeClustering\n",
        "hc = AgglomerativeClustering(n_clusters=2,affinity='euclidean',linkage='complete')\n",
        "y_hc = hc.fit_predict(x)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "38fxj0iVadrR",
        "outputId": "fcda8cbf-c20a-4e23-fedb-278822272a26"
      },
      "execution_count": 15,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/sklearn/cluster/_agglomerative.py:983: FutureWarning: Attribute `affinity` was deprecated in version 1.2 and will be removed in 1.4. Use `metric` instead\n",
            "  warnings.warn(\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.scatter(x['Milk'],x['Detergents_Paper'],c=hc.labels_)\n",
        "plt.title('Clusters')\n",
        "plt.xlabel('unit purchased')\n",
        "plt.ylabel('clients')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "h6O-Aj6SbroN",
        "outputId": "b7665aa6-2719-43cf-ca4f-bfdfcfbbbc43"
      },
      "execution_count": 17,
      "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": [
        "plt.scatter(x['Milk'],x['Grocery'],c=hc.labels_)\n",
        "plt.title('Clusters')\n",
        "plt.xlabel('unit purchased')\n",
        "plt.ylabel('clients')\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "9VXYyh92dXIN",
        "outputId": "2a054657-4c06-4e2c-ac48-29caf3292dfb"
      },
      "execution_count": 18,
      "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": [],
      "metadata": {
        "id": "6q98b7eNdy6O"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}