Agglomerative_Clustering.ipynb

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      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "%matplotlib inline"
      ]
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        "data = pd.read_csv('Wholesale customers data.csv')\n",
        "data.head()"
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              "   Channel  Region  Fresh  Milk  Grocery  Frozen  Detergents_Paper  Delicassen\n",
              "0        2       3  12669  9656     7561     214              2674        1338\n",
              "1        2       3   7057  9810     9568    1762              3293        1776\n",
              "2        2       3   6353  8808     7684    2405              3516        7844\n",
              "3        1       3  13265  1196     4221    6404               507        1788\n",
              "4        2       3  22615  5410     7198    3915              1777        5185"
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          },
          "metadata": {},
          "execution_count": 2
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.preprocessing import normalize\n",
        "data_scaled = normalize(data)\n",
        "data_scaled = pd.DataFrame(data_scaled, columns=data.columns)\n",
        "data_scaled.head()"
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              "    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",
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              "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  "
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              "      <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-184d0bd6-e02c-4958-95cc-0f7b7a20eb04')\"\n",
              "            title=\"Convert this dataframe to an interactive table.\"\n",
              "            style=\"display:none;\">\n",
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              "    </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",
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              "  </style>\n",
              "\n",
              "    <script>\n",
              "      const buttonEl =\n",
              "        document.querySelector('#df-184d0bd6-e02c-4958-95cc-0f7b7a20eb04 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-184d0bd6-e02c-4958-95cc-0f7b7a20eb04');\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",
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              "        docLink.innerHTML = docLinkHtml;\n",
              "        element.appendChild(docLink);\n",
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              "    </g>\n",
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              "  </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",
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              "      --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",
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              "    20% {\n",
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              "      border-left-color: var(--fill-color);\n",
              "      border-top-color: var(--fill-color);\n",
              "      border-right-color: var(--fill-color);\n",
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              "    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-27138edb-9264-45b4-a58e-37131f955365 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "data_scaled",
              "summary": "{\n  \"name\": \"data_scaled\",\n  \"rows\": 440,\n  \"fields\": [\n    {\n      \"column\": \"Channel\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.00010985039208710223,\n        \"min\": 8.402786955266645e-06,\n        \"max\": 0.001553375685352489,\n        \"num_unique_values\": 440,\n        \"samples\": [\n          3.346125046499766e-05,\n          8.906178432164152e-05,\n          6.378608331422664e-05\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Region\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.00032907528732490266,\n        \"min\": 1.7613280616542853e-05,\n        \"max\": 0.004660127056057467,\n        \"num_unique_values\": 440,\n        \"samples\": [\n          3.346125046499766e-05,\n          0.00026718535296492457,\n          9.567912497133995e-05\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Fresh\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.33961405834306996,\n        \"min\": 0.00017523218905373864,\n        \"max\": 0.9993910166886071,\n        \"num_unique_values\": 440,\n        \"samples\": [\n          0.19772252899767118,\n          0.9588391700067926,\n          0.8732314805717627\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Milk\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.21693574038113872,\n        \"min\": 0.005848311198048632,\n        \"max\": 0.9261021415263606,\n        \"num_unique_values\": 440,\n        \"samples\": [\n          0.78724283969,\n          0.1046475965779288,\n          0.22911961126470207\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Grocery\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.26736911449085443,\n        \"min\": 0.0001433875400624003,\n        \"max\": 0.9767892549275662,\n        \"num_unique_values\": 440,\n        \"samples\": [\n          0.458385670120003,\n          0.18409070819283305,\n          0.3926352358407221\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Frozen\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.20070969999149735,\n        \"min\": 0.0006436107801787073,\n        \"max\": 0.9442183620836707,\n        \"num_unique_values\": 440,\n        \"samples\": [\n          0.33979899847205125,\n          0.18667349993816063,\n          0.08958755401483132\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Detergents_Paper\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.14924509001151023,\n        \"min\": 0.0001433875400624003,\n        \"max\": 0.903593454135047,\n        \"num_unique_values\": 440,\n        \"samples\": [\n          0.02777283788594806,\n          0.026807597080814097,\n          0.14737774549752064\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Delicassen\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.08959698911247457,\n        \"min\": 7.746227866054386e-05,\n        \"max\": 0.642610241011923,\n        \"num_unique_values\": 440,\n        \"samples\": [\n          0.1216651066907315,\n          0.014873317981714134,\n          0.03259468857356981\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 3
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import scipy.cluster.hierarchy as shc\n",
        "plt.figure(figsize=(10, 7))\n",
        "plt.title(\"Dendrograms\")\n",
        "dend = shc.dendrogram(shc.linkage(data_scaled, method='ward'))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 621
        },
        "id": "oGghcrh2B25y",
        "outputId": "480505ed-1349-426b-c551-2819f9acf39e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x700 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10, 7))\n",
        "plt.title(\"Dendrograms\")\n",
        "dend = shc.dendrogram(shc.linkage(data_scaled, method='ward'))\n",
        "plt.axhline(y=6, color='r', linestyle='--')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 638
        },
        "id": "hswA8VZlCOo_",
        "outputId": "71a32858-29c3-4c64-9c8a-7a50374b19f9"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.lines.Line2D at 0x7917d1e0f7c0>"
            ]
          },
          "metadata": {},
          "execution_count": 5
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x700 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.cluster import AgglomerativeClustering\n",
        "cluster = AgglomerativeClustering(n_clusters=2, affinity='euclidean', linkage='ward')\n",
        "cluster.fit_predict(data_scaled)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "N1QxeIA-Chc0",
        "outputId": "21090d05-c7b9-4ed2-fc0a-e4434c3c8b25"
      },
      "execution_count": null,
      "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"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([1, 1, 1, 0, 0, 1, 0, 1, 1, 1, 1, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0,\n",
              "       0, 1, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 1, 1, 0, 1, 1, 0, 0, 0, 1, 1,\n",
              "       1, 1, 1, 1, 1, 1, 0, 1, 0, 1, 0, 1, 1, 1, 0, 1, 0, 1, 1, 1, 0, 1,\n",
              "       1, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 1, 0, 1, 1, 0, 0, 1, 1, 0,\n",
              "       0, 0, 0, 0, 1, 0, 1, 1, 1, 0, 0, 0, 1, 1, 1, 0, 0, 0, 1, 1, 1, 1,\n",
              "       0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, 0, 0,\n",
              "       0, 0, 0, 0, 1, 1, 0, 1, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1,\n",
              "       0, 1, 1, 0, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 0, 0, 1, 1, 1, 1, 1, 1,\n",
              "       0, 0, 0, 1, 0, 0, 1, 1, 1, 0, 0, 1, 1, 1, 0, 0, 0, 1, 0, 0, 0, 1,\n",
              "       0, 0, 1, 1, 0, 1, 1, 1, 0, 1, 1, 1, 0, 1, 0, 1, 1, 1, 1, 0, 1, 0,\n",
              "       0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 1, 0, 1, 0, 0, 0, 0, 0, 0,\n",
              "       0, 0, 1, 1, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 1,\n",
              "       1, 1, 1, 0, 1, 0, 0, 1, 1, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0,\n",
              "       0, 0, 0, 0, 1, 0, 1, 1, 0, 0, 0, 0, 1, 1, 0, 1, 1, 1, 1, 1, 1, 0,\n",
              "       0, 1, 0, 0, 1, 0, 0, 1, 0, 1, 0, 1, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0,\n",
              "       0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 0, 1, 1, 0, 1, 1, 0, 1,\n",
              "       1, 1, 0, 1, 0, 1, 1, 1, 0, 0, 1, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0,\n",
              "       0, 0, 1, 0, 1, 1, 0, 0, 0, 0, 1, 0, 1, 0, 0, 0, 0, 1, 1, 0, 0, 0,\n",
              "       1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1, 1, 0, 0, 1, 1, 1,\n",
              "       1, 0, 1, 0, 0, 0, 0, 0, 1, 0, 1, 0, 1, 0, 0, 1, 0, 0, 0, 1, 0, 1])"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.figure(figsize=(10, 7))\n",
        "plt.scatter(data_scaled['Milk'], data_scaled['Grocery'],  c=cluster.labels_)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 616
        },
        "id": "btaRvWQDCt0f",
        "outputId": "f150450c-31d1-4268-ba03-a99f28e7a34d"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.collections.PathCollection at 0x7917cea24ee0>"
            ]
          },
          "metadata": {},
          "execution_count": 13
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x700 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}