E_Commerce_Seller.ipynb

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    "colab": {
      "name": "E-Commerce - Seller.ipynb",
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    "language_info": {
      "name": "python"
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  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/RGivisiez/Olist-sellers-K-Means/blob/main/E_Commerce_Seller.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#Sobre o dataset\n",
        "A Olist é uma empresa de marketplace brasileira que agrega vendedores e divulga seus produtos. Diversas análilses de seu dataset já foram feitas e podem ser encontradas nesta página do [Kaggle](https://www.kaggle.com/olistbr/brazilian-ecommerce). Seu dataset contêm mais de 100.000 ordens de vendas feitas por mais de 1.000 vendedores.\n",
        "\n",
        "#Objetivo\n",
        "Neste notebook, vamos separar os vendedores utilizando as avaliações dos usuários. Porém, isso vai ser feito por um algoritmo não supervisionado chamado K-Means. A ideia é que o algoritmo consiga, sozinho, identificar características de bons e maus vendedores. Essas características podem ser utilizadas para ajudar a melhorar as avaliações de vendedores com notas baixas e também para dar bonificações para vendedores com notas altas.\n"
      ],
      "metadata": {
        "id": "ZSL33aKimLDi"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Python Import"
      ],
      "metadata": {
        "id": "jSm-dqVlhg9b"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import pandas as pd\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "\n",
        "from sklearn.preprocessing import MinMaxScaler, StandardScaler\n",
        "from sklearn.metrics import silhouette_score, silhouette_samples\n",
        "from sklearn.cluster import KMeans\n",
        "from sklearn.pipeline import Pipeline"
      ],
      "metadata": {
        "id": "QZALiUAZ-lnR"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Ishvi1qG-Uio",
        "outputId": "03222543-36ca-4576-daf0-ff9b66516701"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[Errno 2] No such file or directory: 'Dataset/o-list'\n",
            "/project/Dataset/o-list\n"
          ]
        }
      ],
      "source": [
        "%cd Dataset/o-list"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Funções auxiliares\n",
        "\n"
      ],
      "metadata": {
        "id": "a4fqA7O61zmo"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def plot_silhouette_scores(models, data):\n",
        "\n",
        "  silhouette_scores = []\n",
        "  ks = []\n",
        "\n",
        "  for model in models:\n",
        "    model.fit(data)\n",
        "    silhouette_scores.append(silhouette_score(data, model.labels_))\n",
        "    ks.append(model.n_clusters)\n",
        "\n",
        "  plt.figure(figsize=(8, 3))\n",
        "  plt.plot(ks, silhouette_scores, \"bo-\")\n",
        "  plt.xlabel(\"n_cluster\", fontsize=14)\n",
        "  plt.ylabel(\"Silhouette score\", fontsize=14)\n",
        "\n",
        "  plt.show()"
      ],
      "metadata": {
        "id": "v5LM0z2QeeQs"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "#Abrindo os dados"
      ],
      "metadata": {
        "id": "2E-eiUsV_GGk"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "A separação entre os datasets disponibilizados é dada por:\n",
        "\n",
        "\n",
        "![a](https://i.imgur.com/HRhd2Y0.png)"
      ],
      "metadata": {
        "id": "GtpFbJQNCBcl"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Abrindo os datasets, menos o que contêm os dados de geolocalização.\n"
      ],
      "metadata": {
        "id": "aJuC7YTSjm4p"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "products = pd.read_csv('olist_products_dataset.csv')\n",
        "category_translation = pd.read_csv('product_category_name_translation.csv')\n",
        "\n",
        "items = pd.read_csv(\"olist_order_items_dataset.csv\")\n",
        "items.rename(columns={'order_item_id':'order_item_qty'}, inplace=True)\n",
        "\n",
        "orders = pd.read_csv(\"olist_orders_dataset.csv\")\n",
        "reviews = pd.read_csv(\"olist_order_reviews_dataset.csv\")\n",
        "#geoloc = pd.read_csv(\"olist_geolocation_dataset.csv\")\n",
        "sellers = pd.read_csv(\"olist_sellers_dataset.csv\")\n",
        "payments = pd.read_csv(\"olist_order_payments_dataset.csv\")\n",
        "customers = pd.read_csv(\"olist_customers_dataset.csv\")"
      ],
      "metadata": {
        "id": "GvjH_CRDjtFT"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Trocando os nomes dos produtos para inglês\n",
        "\n"
      ],
      "metadata": {
        "id": "bu5dpSvdjOZs"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "products = pd.merge(products, category_translation, how=\"left\", \n",
        "                    on=\"product_category_name\")\n",
        "\n",
        "products.drop('product_category_name', axis=1, inplace=True)\n",
        "products.rename(columns={'product_name_lenght':'product_name_length',\n",
        "                         'product_description_lenght':'product_description_length',\n",
        "                         'product_category_name_english':'product_category_name'},\n",
        "                inplace=True)\n",
        "\n",
        "del category_translation"
      ],
      "metadata": {
        "id": "N6k1-2Rg_RkM"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Unificando todos os dados"
      ],
      "metadata": {
        "id": "uKZedmJtkQpL"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df = pd.merge(orders, payments, on='order_id', how='left')\n",
        "df = pd.merge(df, reviews, on='order_id', how='left')\n",
        "df = pd.merge(df, items, on='order_id', how='left')\n",
        "df = pd.merge(df, customers, on='customer_id', how='left')\n",
        "df = pd.merge(df, products, on='product_id', how='left')\n",
        "df = pd.merge(df, sellers, on='seller_id', how='left')\n",
        "df.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "2Ihc-n-eBNon",
        "outputId": "a7dbf718-310d-458b-f340-22005922af86"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                           order_id                       customer_id  \\\n",
              "0  e481f51cbdc54678b7cc49136f2d6af7  9ef432eb6251297304e76186b10a928d   \n",
              "1  e481f51cbdc54678b7cc49136f2d6af7  9ef432eb6251297304e76186b10a928d   \n",
              "2  e481f51cbdc54678b7cc49136f2d6af7  9ef432eb6251297304e76186b10a928d   \n",
              "3  53cdb2fc8bc7dce0b6741e2150273451  b0830fb4747a6c6d20dea0b8c802d7ef   \n",
              "4  47770eb9100c2d0c44946d9cf07ec65d  41ce2a54c0b03bf3443c3d931a367089   \n",
              "\n",
              "  order_status order_purchase_timestamp    order_approved_at  \\\n",
              "0    delivered      2017-10-02 10:56:33  2017-10-02 11:07:15   \n",
              "1    delivered      2017-10-02 10:56:33  2017-10-02 11:07:15   \n",
              "2    delivered      2017-10-02 10:56:33  2017-10-02 11:07:15   \n",
              "3    delivered      2018-07-24 20:41:37  2018-07-26 03:24:27   \n",
              "4    delivered      2018-08-08 08:38:49  2018-08-08 08:55:23   \n",
              "\n",
              "  order_delivered_carrier_date order_delivered_customer_date  \\\n",
              "0          2017-10-04 19:55:00           2017-10-10 21:25:13   \n",
              "1          2017-10-04 19:55:00           2017-10-10 21:25:13   \n",
              "2          2017-10-04 19:55:00           2017-10-10 21:25:13   \n",
              "3          2018-07-26 14:31:00           2018-08-07 15:27:45   \n",
              "4          2018-08-08 13:50:00           2018-08-17 18:06:29   \n",
              "\n",
              "  order_estimated_delivery_date  payment_sequential payment_type  ...  \\\n",
              "0           2017-10-18 00:00:00                 1.0  credit_card  ...   \n",
              "1           2017-10-18 00:00:00                 3.0      voucher  ...   \n",
              "2           2017-10-18 00:00:00                 2.0      voucher  ...   \n",
              "3           2018-08-13 00:00:00                 1.0       boleto  ...   \n",
              "4           2018-09-04 00:00:00                 1.0  credit_card  ...   \n",
              "\n",
              "   product_description_length  product_photos_qty product_weight_g  \\\n",
              "0                       268.0                 4.0            500.0   \n",
              "1                       268.0                 4.0            500.0   \n",
              "2                       268.0                 4.0            500.0   \n",
              "3                       178.0                 1.0            400.0   \n",
              "4                       232.0                 1.0            420.0   \n",
              "\n",
              "   product_length_cm product_height_cm product_width_cm product_category_name  \\\n",
              "0               19.0               8.0             13.0            housewares   \n",
              "1               19.0               8.0             13.0            housewares   \n",
              "2               19.0               8.0             13.0            housewares   \n",
              "3               19.0              13.0             19.0             perfumery   \n",
              "4               24.0              19.0             21.0                  auto   \n",
              "\n",
              "  seller_zip_code_prefix     seller_city seller_state  \n",
              "0                 9350.0            maua           SP  \n",
              "1                 9350.0            maua           SP  \n",
              "2                 9350.0            maua           SP  \n",
              "3                31570.0  belo horizonte           SP  \n",
              "4                14840.0         guariba           SP  \n",
              "\n",
              "[5 rows x 39 columns]"
            ],
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>order_id</th>\n",
              "      <th>customer_id</th>\n",
              "      <th>order_status</th>\n",
              "      <th>order_purchase_timestamp</th>\n",
              "      <th>order_approved_at</th>\n",
              "      <th>order_delivered_carrier_date</th>\n",
              "      <th>order_delivered_customer_date</th>\n",
              "      <th>order_estimated_delivery_date</th>\n",
              "      <th>payment_sequential</th>\n",
              "      <th>payment_type</th>\n",
              "      <th>...</th>\n",
              "      <th>product_description_length</th>\n",
              "      <th>product_photos_qty</th>\n",
              "      <th>product_weight_g</th>\n",
              "      <th>product_length_cm</th>\n",
              "      <th>product_height_cm</th>\n",
              "      <th>product_width_cm</th>\n",
              "      <th>product_category_name</th>\n",
              "      <th>seller_zip_code_prefix</th>\n",
              "      <th>seller_city</th>\n",
              "      <th>seller_state</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>e481f51cbdc54678b7cc49136f2d6af7</td>\n",
              "      <td>9ef432eb6251297304e76186b10a928d</td>\n",
              "      <td>delivered</td>\n",
              "      <td>2017-10-02 10:56:33</td>\n",
              "      <td>2017-10-02 11:07:15</td>\n",
              "      <td>2017-10-04 19:55:00</td>\n",
              "      <td>2017-10-10 21:25:13</td>\n",
              "      <td>2017-10-18 00:00:00</td>\n",
              "      <td>1.0</td>\n",
              "      <td>credit_card</td>\n",
              "      <td>...</td>\n",
              "      <td>268.0</td>\n",
              "      <td>4.0</td>\n",
              "      <td>500.0</td>\n",
              "      <td>19.0</td>\n",
              "      <td>8.0</td>\n",
              "      <td>13.0</td>\n",
              "      <td>housewares</td>\n",
              "      <td>9350.0</td>\n",
              "      <td>maua</td>\n",
              "      <td>SP</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>e481f51cbdc54678b7cc49136f2d6af7</td>\n",
              "      <td>9ef432eb6251297304e76186b10a928d</td>\n",
              "      <td>delivered</td>\n",
              "      <td>2017-10-02 10:56:33</td>\n",
              "      <td>2017-10-02 11:07:15</td>\n",
              "      <td>2017-10-04 19:55:00</td>\n",
              "      <td>2017-10-10 21:25:13</td>\n",
              "      <td>2017-10-18 00:00:00</td>\n",
              "      <td>3.0</td>\n",
              "      <td>voucher</td>\n",
              "      <td>...</td>\n",
              "      <td>268.0</td>\n",
              "      <td>4.0</td>\n",
              "      <td>500.0</td>\n",
              "      <td>19.0</td>\n",
              "      <td>8.0</td>\n",
              "      <td>13.0</td>\n",
              "      <td>housewares</td>\n",
              "      <td>9350.0</td>\n",
              "      <td>maua</td>\n",
              "      <td>SP</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>e481f51cbdc54678b7cc49136f2d6af7</td>\n",
              "      <td>9ef432eb6251297304e76186b10a928d</td>\n",
              "      <td>delivered</td>\n",
              "      <td>2017-10-02 10:56:33</td>\n",
              "      <td>2017-10-02 11:07:15</td>\n",
              "      <td>2017-10-04 19:55:00</td>\n",
              "      <td>2017-10-10 21:25:13</td>\n",
              "      <td>2017-10-18 00:00:00</td>\n",
              "      <td>2.0</td>\n",
              "      <td>voucher</td>\n",
              "      <td>...</td>\n",
              "      <td>268.0</td>\n",
              "      <td>4.0</td>\n",
              "      <td>500.0</td>\n",
              "      <td>19.0</td>\n",
              "      <td>8.0</td>\n",
              "      <td>13.0</td>\n",
              "      <td>housewares</td>\n",
              "      <td>9350.0</td>\n",
              "      <td>maua</td>\n",
              "      <td>SP</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>53cdb2fc8bc7dce0b6741e2150273451</td>\n",
              "      <td>b0830fb4747a6c6d20dea0b8c802d7ef</td>\n",
              "      <td>delivered</td>\n",
              "      <td>2018-07-24 20:41:37</td>\n",
              "      <td>2018-07-26 03:24:27</td>\n",
              "      <td>2018-07-26 14:31:00</td>\n",
              "      <td>2018-08-07 15:27:45</td>\n",
              "      <td>2018-08-13 00:00:00</td>\n",
              "      <td>1.0</td>\n",
              "      <td>boleto</td>\n",
              "      <td>...</td>\n",
              "      <td>178.0</td>\n",
              "      <td>1.0</td>\n",
              "      <td>400.0</td>\n",
              "      <td>19.0</td>\n",
              "      <td>13.0</td>\n",
              "      <td>19.0</td>\n",
              "      <td>perfumery</td>\n",
              "      <td>31570.0</td>\n",
              "      <td>belo horizonte</td>\n",
              "      <td>SP</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>47770eb9100c2d0c44946d9cf07ec65d</td>\n",
              "      <td>41ce2a54c0b03bf3443c3d931a367089</td>\n",
              "      <td>delivered</td>\n",
              "      <td>2018-08-08 08:38:49</td>\n",
              "      <td>2018-08-08 08:55:23</td>\n",
              "      <td>2018-08-08 13:50:00</td>\n",
              "      <td>2018-08-17 18:06:29</td>\n",
              "      <td>2018-09-04 00:00:00</td>\n",
              "      <td>1.0</td>\n",
              "      <td>credit_card</td>\n",
              "      <td>...</td>\n",
              "      <td>232.0</td>\n",
              "      <td>1.0</td>\n",
              "      <td>420.0</td>\n",
              "      <td>24.0</td>\n",
              "      <td>19.0</td>\n",
              "      <td>21.0</td>\n",
              "      <td>auto</td>\n",
              "      <td>14840.0</td>\n",
              "      <td>guariba</td>\n",
              "      <td>SP</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 39 columns</p>\n",
              "</div>"
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Criando novas variáveis e descartando variáveis que não serão utilizadas\n",
        "\n",
        "A ideia é considerar somente variáveis relacionadas a satisfação do cliente e que descrevem características dos vendedores. Porém, isso não vai incluir variáveis relacionadas ao CEP ou estados, essas variáveis tendem a ser identificadas muito facilmente pelo K-Means e se tornam a característica principal de cada grupo."
      ],
      "metadata": {
        "id": "xM_L0NZ4JCHY"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Variável atraso na entrega\n",
        "\n",
        "- A variável `delivery_delay` vai medir a diferença entre o dia da entrega anunciada para o consumidor e o dia que de fato a entrega chegou."
      ],
      "metadata": {
        "id": "uvLsaDYClF2z"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df['order_delivered_carrier_date'] = pd.to_datetime(df['order_delivered_carrier_date'])\n",
        "df['order_delivered_customer_date'] = pd.to_datetime(df['order_delivered_customer_date'])\n",
        "df['order_estimated_delivery_date'] = pd.to_datetime(df['order_estimated_delivery_date'])\n",
        "\n",
        "df['delivery_delay'] = (df['order_delivered_customer_date'] - df['order_delivered_carrier_date']).dt.days"
      ],
      "metadata": {
        "id": "TPjTTN9Wc1Xv"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Variável densidade do produto\n",
        "\n",
        "- O peso do produto pode ser um fator decisivo para a demora ou a dificuldade da entrega."
      ],
      "metadata": {
        "id": "X0HGKZZKpwtj"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df['product_density'] = df['product_weight_g'] / (df['product_width_cm'] * df['product_length_cm'] * df['product_height_cm'])"
      ],
      "metadata": {
        "id": "-74b5nBWqHUF"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Variável com a diferença entre o dia que o pedido deve chegar e o dia que o usuário postou sua avaliação\n"
      ],
      "metadata": {
        "id": "iQSEbCS8qvD9"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df['review_creation_date'] = pd.to_datetime(df['review_creation_date'])\n",
        "df['review_delay'] = (df['review_creation_date'] - df['order_delivered_customer_date']).dt.days"
      ],
      "metadata": {
        "id": "K_4NSf3VquhH"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Variável com o número de letras do comentário deixado pelo usuário\n",
        "\n",
        "- Provavelmente, comentários longos estarão correlacionados com notas baixas dos usuários."
      ],
      "metadata": {
        "id": "Z0QfNmT_uEo1"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df['review_comment_length'] = df['review_comment_message'].apply(lambda x: len(x) if type(x) == str else np.nan)"
      ],
      "metadata": {
        "id": "gBG9FeX4tsuK"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Descarte de variáveis que não serão utilizadas"
      ],
      "metadata": {
        "id": "aA87xiC-kvkT"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "drop_cols = ['order_purchase_timestamp', 'order_approved_at',\n",
        "             'order_delivered_carrier_date',\t'order_delivered_customer_date',\n",
        "             'order_estimated_delivery_date',\n",
        "              \n",
        "             'product_weight_g', 'product_length_cm',\n",
        "             'product_height_cm','product_width_cm',\n",
        "\n",
        "             'payment_sequential', 'payment_type', \n",
        "             'payment_installments', 'payment_value',\n",
        "\n",
        "             'customer_id', 'customer_city', 'customer_state',\n",
        "             'customer_unique_id', 'customer_zip_code_prefix',\n",
        "\n",
        "             'seller_zip_code_prefix', 'seller_state',\n",
        "             'seller_city', 'shipping_limit_date',\n",
        "\n",
        "             'review_comment_title', 'review_comment_message',\n",
        "             'review_creation_date', 'review_answer_timestamp',\n",
        "             'review_id',\n",
        "             ]\n",
        "\n",
        "df.drop(drop_cols, axis=1, inplace=True)\n",
        "df.dropna(inplace=True)"
      ],
      "metadata": {
        "id": "7Sq0LnSZGuq4"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Descarte de entregas que não foram feitas"
      ],
      "metadata": {
        "id": "wEYLtL-wk-aI"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df = df[df.order_status == 'delivered'].drop('order_status', axis=1)"
      ],
      "metadata": {
        "id": "gxYqFpeCJTQ0"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### O dataset"
      ],
      "metadata": {
        "id": "4S0jAv7Smftk"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df.head()"
      ],
      "metadata": {
        "id": "iVZ0p9TRlQCr",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "1fa80f7f-43ad-4680-a5f3-65ff499c254c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                           order_id  review_score  order_item_qty  \\\n",
              "0  e481f51cbdc54678b7cc49136f2d6af7           4.0             1.0   \n",
              "1  e481f51cbdc54678b7cc49136f2d6af7           4.0             1.0   \n",
              "2  e481f51cbdc54678b7cc49136f2d6af7           4.0             1.0   \n",
              "3  53cdb2fc8bc7dce0b6741e2150273451           4.0             1.0   \n",
              "5  949d5b44dbf5de918fe9c16f97b45f8a           5.0             1.0   \n",
              "\n",
              "                         product_id                         seller_id   price  \\\n",
              "0  87285b34884572647811a353c7ac498a  3504c0cb71d7fa48d967e0e4c94d59d9   29.99   \n",
              "1  87285b34884572647811a353c7ac498a  3504c0cb71d7fa48d967e0e4c94d59d9   29.99   \n",
              "2  87285b34884572647811a353c7ac498a  3504c0cb71d7fa48d967e0e4c94d59d9   29.99   \n",
              "3  595fac2a385ac33a80bd5114aec74eb8  289cdb325fb7e7f891c38608bf9e0962  118.70   \n",
              "5  d0b61bfb1de832b15ba9d266ca96e5b0  66922902710d126a0e7d26b0e3805106   45.00   \n",
              "\n",
              "   freight_value  product_name_length  product_description_length  \\\n",
              "0           8.72                 40.0                       268.0   \n",
              "1           8.72                 40.0                       268.0   \n",
              "2           8.72                 40.0                       268.0   \n",
              "3          22.76                 29.0                       178.0   \n",
              "5          27.20                 59.0                       468.0   \n",
              "\n",
              "   product_photos_qty product_category_name  delivery_delay  product_density  \\\n",
              "0                 4.0            housewares             6.0         0.253036   \n",
              "1                 4.0            housewares             6.0         0.253036   \n",
              "2                 4.0            housewares             6.0         0.253036   \n",
              "3                 1.0             perfumery            12.0         0.085233   \n",
              "5                 3.0              pet_shop             9.0         0.075000   \n",
              "\n",
              "   review_delay  review_comment_length  \n",
              "0           0.0                  170.0  \n",
              "1           0.0                  170.0  \n",
              "2           0.0                  170.0  \n",
              "3           0.0                   20.0  \n",
              "5           0.0                  105.0  "
            ],
            "text/html": [
              "<div>\n",
              "<style scoped>\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>order_id</th>\n",
              "      <th>review_score</th>\n",
              "      <th>order_item_qty</th>\n",
              "      <th>product_id</th>\n",
              "      <th>seller_id</th>\n",
              "      <th>price</th>\n",
              "      <th>freight_value</th>\n",
              "      <th>product_name_length</th>\n",
              "      <th>product_description_length</th>\n",
              "      <th>product_photos_qty</th>\n",
              "      <th>product_category_name</th>\n",
              "      <th>delivery_delay</th>\n",
              "      <th>product_density</th>\n",
              "      <th>review_delay</th>\n",
              "      <th>review_comment_length</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>e481f51cbdc54678b7cc49136f2d6af7</td>\n",
              "      <td>4.0</td>\n",
              "      <td>1.0</td>\n",
              "      <td>87285b34884572647811a353c7ac498a</td>\n",
              "      <td>3504c0cb71d7fa48d967e0e4c94d59d9</td>\n",
              "      <td>29.99</td>\n",
              "      <td>8.72</td>\n",
              "      <td>40.0</td>\n",
              "      <td>268.0</td>\n",
              "      <td>4.0</td>\n",
              "      <td>housewares</td>\n",
              "      <td>6.0</td>\n",
              "      <td>0.253036</td>\n",
              "      <td>0.0</td>\n",
              "      <td>170.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>e481f51cbdc54678b7cc49136f2d6af7</td>\n",
              "      <td>4.0</td>\n",
              "      <td>1.0</td>\n",
              "      <td>87285b34884572647811a353c7ac498a</td>\n",
              "      <td>3504c0cb71d7fa48d967e0e4c94d59d9</td>\n",
              "      <td>29.99</td>\n",
              "      <td>8.72</td>\n",
              "      <td>40.0</td>\n",
              "      <td>268.0</td>\n",
              "      <td>4.0</td>\n",
              "      <td>housewares</td>\n",
              "      <td>6.0</td>\n",
              "      <td>0.253036</td>\n",
              "      <td>0.0</td>\n",
              "      <td>170.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>e481f51cbdc54678b7cc49136f2d6af7</td>\n",
              "      <td>4.0</td>\n",
              "      <td>1.0</td>\n",
              "      <td>87285b34884572647811a353c7ac498a</td>\n",
              "      <td>3504c0cb71d7fa48d967e0e4c94d59d9</td>\n",
              "      <td>29.99</td>\n",
              "      <td>8.72</td>\n",
              "      <td>40.0</td>\n",
              "      <td>268.0</td>\n",
              "      <td>4.0</td>\n",
              "      <td>housewares</td>\n",
              "      <td>6.0</td>\n",
              "      <td>0.253036</td>\n",
              "      <td>0.0</td>\n",
              "      <td>170.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>53cdb2fc8bc7dce0b6741e2150273451</td>\n",
              "      <td>4.0</td>\n",
              "      <td>1.0</td>\n",
              "      <td>595fac2a385ac33a80bd5114aec74eb8</td>\n",
              "      <td>289cdb325fb7e7f891c38608bf9e0962</td>\n",
              "      <td>118.70</td>\n",
              "      <td>22.76</td>\n",
              "      <td>29.0</td>\n",
              "      <td>178.0</td>\n",
              "      <td>1.0</td>\n",
              "      <td>perfumery</td>\n",
              "      <td>12.0</td>\n",
              "      <td>0.085233</td>\n",
              "      <td>0.0</td>\n",
              "      <td>20.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>949d5b44dbf5de918fe9c16f97b45f8a</td>\n",
              "      <td>5.0</td>\n",
              "      <td>1.0</td>\n",
              "      <td>d0b61bfb1de832b15ba9d266ca96e5b0</td>\n",
              "      <td>66922902710d126a0e7d26b0e3805106</td>\n",
              "      <td>45.00</td>\n",
              "      <td>27.20</td>\n",
              "      <td>59.0</td>\n",
              "      <td>468.0</td>\n",
              "      <td>3.0</td>\n",
              "      <td>pet_shop</td>\n",
              "      <td>9.0</td>\n",
              "      <td>0.075000</td>\n",
              "      <td>0.0</td>\n",
              "      <td>105.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ]
          },
          "metadata": {},
          "execution_count": 13
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "#Criando o dataset dos vendedores"
      ],
      "metadata": {
        "id": "Su6_5VOhnhNE"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Fazendo o One Hot Enconde (OHE) das categorias dos produtos\n",
        "\n",
        "- Isso pode ajudar o algoritmo a identificar características sobre o tipo de loja que o vendedor possui."
      ],
      "metadata": {
        "id": "yr-GAPKxm1Wr"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "onehot = pd.get_dummies(df['product_category_name'])"
      ],
      "metadata": {
        "id": "KT5CnKlpn6qt"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_sellers_gp = pd.concat([df, onehot], axis=1).drop('product_category_name', axis=1)"
      ],
      "metadata": {
        "id": "9ubxJVAmnIsf"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Agrupando os dados de cada vendedor"
      ],
      "metadata": {
        "id": "b0h5PdhSnKkC"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "agg_dict = {'order_id':'nunique',\n",
        "            'product_id':'nunique',\n",
        "            'review_score':'mean',\n",
        "            'order_item_qty':'mean',\n",
        "            'freight_value':'mean',\n",
        "            'product_name_length':'mean',\n",
        "            'product_description_length':'mean',\n",
        "            'product_photos_qty':'mean',\n",
        "            'price':'mean',\n",
        "            'delivery_delay':'mean',\n",
        "            'product_density':'mean',\n",
        "            'review_delay':'mean',\n",
        "            'review_comment_length':'mean',\n",
        "            }\n",
        "\n",
        "agg_dict.update({key: 'sum' for key in onehot.columns})"
      ],
      "metadata": {
        "id": "YMD_DcnlsXhD"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_sellers_gp = pd.concat([df, onehot], axis=1).groupby('seller_id').agg(agg_dict)"
      ],
      "metadata": {
        "id": "SYvW0P5UjuxZ"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_sellers_gp.rename(columns={'order_id':'sales_unique', \n",
        "                              'product_id':'product_unique'}, inplace=True)"
      ],
      "metadata": {
        "id": "XK9Wi1HfyO7R"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df_sellers_gp.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_Yoj1-COzoTJ",
        "outputId": "15fc8702-d3de-4993-fac8-daa9dbdea51e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                  sales_unique  product_unique  review_score  \\\n",
              "seller_id                                                                      \n",
              "0015a82c2db000af6aaaf3ae2ecb0532             1               1      1.000000   \n",
              "001cca7ae9ae17fb1caed9dfb1094831            88               9      3.621622   \n",
              "002100f778ceb8431b7a1020ff7ab48f            15              13      3.647059   \n",
              "004c9cd9d87a3c30c522c48c4fc07416            55              39      3.809524   \n",
              "00720abe85ba0859807595bbf045a33b             5               5      2.846154   \n",
              "\n",
              "                                  order_item_qty  freight_value  \\\n",
              "seller_id                                                         \n",
              "0015a82c2db000af6aaaf3ae2ecb0532        1.000000      21.020000   \n",
              "001cca7ae9ae17fb1caed9dfb1094831        1.315315      36.919910   \n",
              "002100f778ceb8431b7a1020ff7ab48f        1.058824      15.133529   \n",
              "004c9cd9d87a3c30c522c48c4fc07416        1.174603      19.758730   \n",
              "00720abe85ba0859807595bbf045a33b        2.769231      12.444615   \n",
              "\n",
              "                                  product_name_length  \\\n",
              "seller_id                                               \n",
              "0015a82c2db000af6aaaf3ae2ecb0532            40.000000   \n",
              "001cca7ae9ae17fb1caed9dfb1094831            36.027027   \n",
              "002100f778ceb8431b7a1020ff7ab48f            54.529412   \n",
              "004c9cd9d87a3c30c522c48c4fc07416            56.095238   \n",
              "00720abe85ba0859807595bbf045a33b            46.538462   \n",
              "\n",
              "                                  product_description_length  \\\n",
              "seller_id                                                      \n",
              "0015a82c2db000af6aaaf3ae2ecb0532                  849.000000   \n",
              "001cca7ae9ae17fb1caed9dfb1094831                  476.873874   \n",
              "002100f778ceb8431b7a1020ff7ab48f                  662.941176   \n",
              "004c9cd9d87a3c30c522c48c4fc07416                  523.809524   \n",
              "00720abe85ba0859807595bbf045a33b                  458.692308   \n",
              "\n",
              "                                  product_photos_qty       price  \\\n",
              "seller_id                                                          \n",
              "0015a82c2db000af6aaaf3ae2ecb0532            2.000000  895.000000   \n",
              "001cca7ae9ae17fb1caed9dfb1094831            1.720721  104.253874   \n",
              "002100f778ceb8431b7a1020ff7ab48f            1.000000   20.252941   \n",
              "004c9cd9d87a3c30c522c48c4fc07416            1.111111  116.877778   \n",
              "00720abe85ba0859807595bbf045a33b            1.846154   33.092308   \n",
              "\n",
              "                                  delivery_delay  ...  security_and_services  \\\n",
              "seller_id                                         ...                          \n",
              "0015a82c2db000af6aaaf3ae2ecb0532        7.000000  ...                      0   \n",
              "001cca7ae9ae17fb1caed9dfb1094831        8.981982  ...                      0   \n",
              "002100f778ceb8431b7a1020ff7ab48f       12.117647  ...                      0   \n",
              "004c9cd9d87a3c30c522c48c4fc07416       11.714286  ...                      0   \n",
              "00720abe85ba0859807595bbf045a33b        6.923077  ...                      0   \n",
              "\n",
              "                                  signaling_and_security  small_appliances  \\\n",
              "seller_id                                                                    \n",
              "0015a82c2db000af6aaaf3ae2ecb0532                       0                 1   \n",
              "001cca7ae9ae17fb1caed9dfb1094831                       0                 0   \n",
              "002100f778ceb8431b7a1020ff7ab48f                       0                 0   \n",
              "004c9cd9d87a3c30c522c48c4fc07416                       0                 0   \n",
              "00720abe85ba0859807595bbf045a33b                       0                 0   \n",
              "\n",
              "                                  small_appliances_home_oven_and_coffee  \\\n",
              "seller_id                                                                 \n",
              "0015a82c2db000af6aaaf3ae2ecb0532                                      0   \n",
              "001cca7ae9ae17fb1caed9dfb1094831                                      0   \n",
              "002100f778ceb8431b7a1020ff7ab48f                                      0   \n",
              "004c9cd9d87a3c30c522c48c4fc07416                                      0   \n",
              "00720abe85ba0859807595bbf045a33b                                      0   \n",
              "\n",
              "                                  sports_leisure  stationery  \\\n",
              "seller_id                                                      \n",
              "0015a82c2db000af6aaaf3ae2ecb0532               0         0.0   \n",
              "001cca7ae9ae17fb1caed9dfb1094831               0         0.0   \n",
              "002100f778ceb8431b7a1020ff7ab48f               0         0.0   \n",
              "004c9cd9d87a3c30c522c48c4fc07416               0         0.0   \n",
              "00720abe85ba0859807595bbf045a33b               0         0.0   \n",
              "\n",
              "                                  tablets_printing_image  telephony  toys  \\\n",
              "seller_id                                                                   \n",
              "0015a82c2db000af6aaaf3ae2ecb0532                       0        0.0     0   \n",
              "001cca7ae9ae17fb1caed9dfb1094831                       0        0.0     0   \n",
              "002100f778ceb8431b7a1020ff7ab48f                       0        0.0     0   \n",
              "004c9cd9d87a3c30c522c48c4fc07416                       0        0.0     0   \n",
              "00720abe85ba0859807595bbf045a33b                       0        0.0     0   \n",
              "\n",
              "                                  watches_gifts  \n",
              "seller_id                                        \n",
              "0015a82c2db000af6aaaf3ae2ecb0532            0.0  \n",
              "001cca7ae9ae17fb1caed9dfb1094831            0.0  \n",
              "002100f778ceb8431b7a1020ff7ab48f            0.0  \n",
              "004c9cd9d87a3c30c522c48c4fc07416            0.0  \n",
              "00720abe85ba0859807595bbf045a33b            0.0  \n",
              "\n",
              "[5 rows x 84 columns]"
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              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>sales_unique</th>\n",
              "      <th>product_unique</th>\n",
              "      <th>review_score</th>\n",
              "      <th>order_item_qty</th>\n",
              "      <th>freight_value</th>\n",
              "      <th>product_name_length</th>\n",
              "      <th>product_description_length</th>\n",
              "      <th>product_photos_qty</th>\n",
              "      <th>price</th>\n",
              "      <th>delivery_delay</th>\n",
              "      <th>...</th>\n",
              "      <th>security_and_services</th>\n",
              "      <th>signaling_and_security</th>\n",
              "      <th>small_appliances</th>\n",
              "      <th>small_appliances_home_oven_and_coffee</th>\n",
              "      <th>sports_leisure</th>\n",
              "      <th>stationery</th>\n",
              "      <th>tablets_printing_image</th>\n",
              "      <th>telephony</th>\n",
              "      <th>toys</th>\n",
              "      <th>watches_gifts</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>seller_id</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0015a82c2db000af6aaaf3ae2ecb0532</th>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>21.020000</td>\n",
              "      <td>40.000000</td>\n",
              "      <td>849.000000</td>\n",
              "      <td>2.000000</td>\n",
              "      <td>895.000000</td>\n",
              "      <td>7.000000</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>001cca7ae9ae17fb1caed9dfb1094831</th>\n",
              "      <td>88</td>\n",
              "      <td>9</td>\n",
              "      <td>3.621622</td>\n",
              "      <td>1.315315</td>\n",
              "      <td>36.919910</td>\n",
              "      <td>36.027027</td>\n",
              "      <td>476.873874</td>\n",
              "      <td>1.720721</td>\n",
              "      <td>104.253874</td>\n",
              "      <td>8.981982</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>002100f778ceb8431b7a1020ff7ab48f</th>\n",
              "      <td>15</td>\n",
              "      <td>13</td>\n",
              "      <td>3.647059</td>\n",
              "      <td>1.058824</td>\n",
              "      <td>15.133529</td>\n",
              "      <td>54.529412</td>\n",
              "      <td>662.941176</td>\n",
              "      <td>1.000000</td>\n",
              "      <td>20.252941</td>\n",
              "      <td>12.117647</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>004c9cd9d87a3c30c522c48c4fc07416</th>\n",
              "      <td>55</td>\n",
              "      <td>39</td>\n",
              "      <td>3.809524</td>\n",
              "      <td>1.174603</td>\n",
              "      <td>19.758730</td>\n",
              "      <td>56.095238</td>\n",
              "      <td>523.809524</td>\n",
              "      <td>1.111111</td>\n",
              "      <td>116.877778</td>\n",
              "      <td>11.714286</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>00720abe85ba0859807595bbf045a33b</th>\n",
              "      <td>5</td>\n",
              "      <td>5</td>\n",
              "      <td>2.846154</td>\n",
              "      <td>2.769231</td>\n",
              "      <td>12.444615</td>\n",
              "      <td>46.538462</td>\n",
              "      <td>458.692308</td>\n",
              "      <td>1.846154</td>\n",
              "      <td>33.092308</td>\n",
              "      <td>6.923077</td>\n",
              "      <td>...</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>5 rows × 84 columns</p>\n",
              "</div>"
            ]
          },
          "metadata": {},
          "execution_count": 19
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Correlação linear entre as variáveis"
      ],
      "metadata": {
        "id": "Zeg_tDb33rRj"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#@title Heatmap Correlation\n",
        "\n",
        "columns = set(df_sellers_gp.columns) - set(onehot.columns)\n",
        "\n",
        "corr = df_sellers_gp[columns].corr()\n",
        "\n",
        "#plt.figure(figsize=(10, 10))\n",
        "\n",
        "sns.heatmap(corr, vmax=1.0, square=True, fmt='.2f', annot_kws={'size': 8}, annot=False);\n",
        "plt.show()"
      ],
      "metadata": {
        "id": "1CyLOmPfb0k4",
        "cellView": "form",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "79b4caae-1269-4ea3-8c4a-9acf198bf714"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#@title Heatmap Correlation\n",
        "\n",
        "columns = onehot.columns\n",
        "\n",
        "prod_corr = df_sellers_gp[columns].corr()\n",
        "\n",
        "plt.figure(figsize=(20, 20))\n",
        "\n",
        "sns.heatmap(prod_corr, vmax=1.0, square=True, fmt='.2f', annot_kws={'size': 8}, annot=False);\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "cellView": "form",
        "id": "gvDlUNM545e2",
        "outputId": "fc274d98-3e34-47db-86f0-b6c858d804c0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 2000x2000 with 2 Axes>"
            ],
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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Descartando variáveis correlacionadas\n",
        "\n",
        "- A variável `review_delay` será descartada já que está altamente correlacionada com a variável `delivery_delay`.\n",
        "\n",
        "- Existem alguns produtos que estão correlacionados como `home_confort` e `home_comfort_2`. Todos os produtos com correlação maior do que $0.7$ serão agrupados em um único produto."
      ],
      "metadata": {
        "id": "_YqbgIBH5Mir"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "df_sellers_gp.drop('review_delay', axis=1, inplace=True)"
      ],
      "metadata": {
        "id": "9KB_IXE_5WB6"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "features_corr = {}\n",
        "\n",
        "for column in prod_corr.columns:\n",
        "\n",
        "  mask = (np.abs(prod_corr[column]) > 0.7) & (np.abs(prod_corr[column]) < 1)\n",
        "  \n",
        "  if mask.sum() > 0:\n",
        "    features_corr[column] = prod_corr.loc[mask, column].index.to_list()\n",
        "  \n",
        "features_corr"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "lFc9WOon7e__",
        "outputId": "a8f7441e-f7af-4273-80cf-c06219345477"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'cds_dvds_musicals': ['security_and_services'],\n",
              " 'costruction_tools_garden': ['flowers'],\n",
              " 'fashion_childrens_clothes': ['party_supplies'],\n",
              " 'flowers': ['costruction_tools_garden'],\n",
              " 'home_comfort_2': ['home_confort'],\n",
              " 'home_confort': ['home_comfort_2'],\n",
              " 'party_supplies': ['fashion_childrens_clothes'],\n",
              " 'security_and_services': ['cds_dvds_musicals']}"
            ]
          },
          "metadata": {},
          "execution_count": 23
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df_sellers_gp['cds_dvds_musicals'] = df_sellers_gp['cds_dvds_musicals'] + df_sellers_gp['security_and_services']\n",
        "df_sellers_gp['costruction_tools_garden'] = df_sellers_gp['costruction_tools_garden'] + df_sellers_gp['flowers']\n",
        "df_sellers_gp['home_confort'] = df_sellers_gp['home_comfort_2'] + df_sellers_gp['home_confort']\n",
        "df_sellers_gp['party_supplies'] = df_sellers_gp['party_supplies'] + df_sellers_gp['fashion_childrens_clothes']"
      ],
      "metadata": {
        "id": "If4ZlXJ1ANuc"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "drop = ['security_and_services',\n",
        "        'flowers',\n",
        "        'home_comfort_2',\n",
        "        'fashion_childrens_clothes',\n",
        "        ]\n",
        "\n",
        "df_sellers_gp.drop(drop, axis=1, inplace=True)\n",
        "onehot.drop(drop, axis=1, inplace=True)"
      ],
      "metadata": {
        "id": "wXiTtr6FBzwG"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### A variável com as avaliações do cliente tem alta correlação com:\n",
        "\n",
        "1. review_comment_length\n",
        "2. delivery_delay\n",
        "3. order_item_qty\n",
        "4. review_delay"
      ],
      "metadata": {
        "id": "YSIt6kpW4EOX"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#@title Review Score Correlation\n",
        "\n",
        "corr['review_score'].sort_values(ascending=False)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "cellView": "form",
        "id": "-6dpbP0m3yak",
        "outputId": "8093f89b-f25b-4811-fec7-3acae536e4ce"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "review_score                  1.000000\n",
              "review_delay                  0.211320\n",
              "product_description_length    0.095981\n",
              "product_photos_qty            0.069213\n",
              "product_name_length           0.030811\n",
              "price                         0.015732\n",
              "freight_value                 0.008122\n",
              "product_density              -0.001353\n",
              "sales_unique                 -0.021930\n",
              "product_unique               -0.027166\n",
              "order_item_qty               -0.241725\n",
              "delivery_delay               -0.249813\n",
              "review_comment_length        -0.377723\n",
              "Name: review_score, dtype: float64"
            ]
          },
          "metadata": {},
          "execution_count": 26
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# K-means"
      ],
      "metadata": {
        "id": "BmoS0Puz-sx4"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Fit K-Means\n",
        "\n",
        "- Vou considerar o uso do K-Means com $2$ e $3$ clusters. Um número menor de cluster vai nos permitir interpretar as características de cada vendedor melhor."
      ],
      "metadata": {
        "id": "_BQ-LfoWNB1m"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "k_pipe = Pipeline([\n",
        "                   ('MINMAX', MinMaxScaler([-1, 1])),\n",
        "                  ])\n",
        "\n",
        "k_pipe = k_pipe.fit(df_sellers_gp)\n",
        "X = k_pipe.transform(df_sellers_gp) "
      ],
      "metadata": {
        "id": "kfNgiSMe4U9a"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "min_k = 2\n",
        "max_k = 4\n",
        "dk = 1\n",
        "\n",
        "kmeans_per_k = [KMeans(n_clusters=k, random_state=42) for k in range(min_k, max_k, dk)]"
      ],
      "metadata": {
        "id": "SWmnerKub8cZ"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Check the Silhouette Plot\n",
        "\n",
        "- O plot da silhueta parece ser melhor quando utilizamos $2$ clusters."
      ],
      "metadata": {
        "id": "wcr3pgVVNH2i"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#@title Silhouette Scores\n",
        "plot_silhouette_scores(kmeans_per_k, X)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 319
        },
        "cellView": "form",
        "id": "y6wLawO41btU",
        "outputId": "8dca87d9-3759-4865-8f53-371375573938"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x300 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#@title \n",
        "\n",
        "from matplotlib.ticker import FixedLocator, FixedFormatter\n",
        "\n",
        "plt.figure(figsize=(10, 4))\n",
        "\n",
        "for idx, _ in enumerate(range(len(kmeans_per_k))):\n",
        "\n",
        "    y_pred = kmeans_per_k[idx].labels_\n",
        "    silhouette_coefficients = silhouette_samples(X, y_pred)\n",
        "    silhouette_avg = silhouette_score(X, y_pred)\n",
        "\n",
        "    plt.subplot(1, 2, idx+1)\n",
        "    padding = len(X) // 30\n",
        "    pos = padding\n",
        "    ticks = []\n",
        "\n",
        "    for i in range(kmeans_per_k[idx].n_clusters):\n",
        "            coeffs = silhouette_coefficients[y_pred == i]\n",
        "            coeffs.sort()\n",
        "\n",
        "            color = plt.cm.Spectral(i / kmeans_per_k[idx].n_clusters)\n",
        "            plt.fill_betweenx(np.arange(pos, pos + len(coeffs)), 0, coeffs,\n",
        "                              facecolor=color, edgecolor=color, alpha=0.7)\n",
        "            ticks.append(pos + len(coeffs) // 2)\n",
        "            pos += len(coeffs) + padding\n",
        "\n",
        "    plt.gca().yaxis.set_major_locator(FixedLocator(ticks))\n",
        "    plt.gca().yaxis.set_major_formatter(FixedFormatter(range(15)))\n",
        "\n",
        "    plt.axvline(x=silhouette_avg, color=\"red\", linestyle=\"--\")\n",
        "    plt.title(\"n_cluster={}\".format(kmeans_per_k[idx].n_clusters), fontsize=16)\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 393
        },
        "cellView": "form",
        "id": "2qLB9GvaDbQA",
        "outputId": "8e97a942-46b2-4402-8d4d-5e556bc6f618"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x400 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Parece que dois cluster separam os dados melhor. Vamos ver se esses clusters conseguem separar os vendedores utilizando as notas dadas pelos usuários."
      ],
      "metadata": {
        "id": "vZGViHyUQ2Xn"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "#@title Notas dos usuários por cluster\n",
        "plt.figure(figsize=[10, 5])\n",
        "\n",
        "for idx, model in enumerate(kmeans_per_k):\n",
        "\n",
        "  plt.subplot(1, 2, idx + 1)\n",
        "\n",
        "  df_sellers_gp['label'] = model.labels_\n",
        "\n",
        "  sns.violinplot(x = df_sellers_gp['label'], y = df_sellers_gp['review_score'])\n",
        "  plt.title('review_score')\n",
        "  plt.grid(True, axis='y')\n",
        "  plt.xlabel('label')\n",
        "\n",
        "plt.show()"
      ],
      "metadata": {
        "id": "OuIOTHqlAFIc",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 487
        },
        "cellView": "form",
        "outputId": "d37bd3ab-41fd-43ca-fd8d-08e95c2d103b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x500 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "O algoritmo consegue identificar os vendedores utilizando as notas dos usuários. Porém, ao utilizarmos $3$ clusters temos uma interpretação melhor já que cada cluster separa os vendedores com baixa, média e alta notas. A partir daqui, usarei o K-Means com $3$ clusters para as análises"
      ],
      "metadata": {
        "id": "rXevAdf6SoOw"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "\n",
        "### Identificando as características de cada cluster\n",
        "\n",
        "- Ao agruparmos os dados de cada vendedor dentro de cada um dos cluster conseguimos identificar quais características definem cada cluster."
      ],
      "metadata": {
        "id": "46Md8LcvTSC_"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Rules to group every column.\n",
        "oh_agg_dict = {key: 'sum' for key in onehot.columns} \n",
        "\n",
        "not_product_cols = set(df_sellers_gp.columns) - set(onehot.columns)\n",
        "agg_dict = {key: 'mean' for key in not_product_cols}\n",
        "\n",
        "agg_dict.update(oh_agg_dict)"
      ],
      "metadata": {
        "id": "bHnHfUWlT0Ct"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "agg_df = df_sellers_gp.groupby('label').agg(agg_dict).drop('label', axis=1)\n",
        "agg_df.iloc[:, :12]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 194
        },
        "id": "mTBDFLQXRl_T",
        "outputId": "3d513699-a1cc-4e2c-e8a6-8ea210e62358"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "       product_description_length  review_comment_length       price  \\\n",
              "label                                                                  \n",
              "0                      821.776669              73.208366  164.346835   \n",
              "1                      760.927080              98.883793  191.844640   \n",
              "2                      952.109832              51.459104  192.149733   \n",
              "\n",
              "       delivery_delay  product_unique  product_density  product_photos_qty  \\\n",
              "label                                                                        \n",
              "0            9.343892       12.719329         0.202643            2.316186   \n",
              "1           11.734704        3.115274         0.226567            2.016869   \n",
              "2            7.134137        3.433149         0.209054            2.243016   \n",
              "\n",
              "       sales_unique  freight_value  product_name_length  review_score  \\\n",
              "label                                                                   \n",
              "0         28.842012      24.249773            48.959453      3.593675   \n",
              "1          5.135447      23.694192            44.978442      1.748840   \n",
              "2          5.287293      23.161679            45.195842      4.701199   \n",
              "\n",
              "       order_item_qty  \n",
              "label                  \n",
              "0            1.180642  \n",
              "1            1.391861  \n",
              "2            1.093616  "
            ],
            "text/html": [
              "<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>product_description_length</th>\n",
              "      <th>review_comment_length</th>\n",
              "      <th>price</th>\n",
              "      <th>delivery_delay</th>\n",
              "      <th>product_unique</th>\n",
              "      <th>product_density</th>\n",
              "      <th>product_photos_qty</th>\n",
              "      <th>sales_unique</th>\n",
              "      <th>freight_value</th>\n",
              "      <th>product_name_length</th>\n",
              "      <th>review_score</th>\n",
              "      <th>order_item_qty</th>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>label</th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "      <th></th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>821.776669</td>\n",
              "      <td>73.208366</td>\n",
              "      <td>164.346835</td>\n",
              "      <td>9.343892</td>\n",
              "      <td>12.719329</td>\n",
              "      <td>0.202643</td>\n",
              "      <td>2.316186</td>\n",
              "      <td>28.842012</td>\n",
              "      <td>24.249773</td>\n",
              "      <td>48.959453</td>\n",
              "      <td>3.593675</td>\n",
              "      <td>1.180642</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>760.927080</td>\n",
              "      <td>98.883793</td>\n",
              "      <td>191.844640</td>\n",
              "      <td>11.734704</td>\n",
              "      <td>3.115274</td>\n",
              "      <td>0.226567</td>\n",
              "      <td>2.016869</td>\n",
              "      <td>5.135447</td>\n",
              "      <td>23.694192</td>\n",
              "      <td>44.978442</td>\n",
              "      <td>1.748840</td>\n",
              "      <td>1.391861</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>952.109832</td>\n",
              "      <td>51.459104</td>\n",
              "      <td>192.149733</td>\n",
              "      <td>7.134137</td>\n",
              "      <td>3.433149</td>\n",
              "      <td>0.209054</td>\n",
              "      <td>2.243016</td>\n",
              "      <td>5.287293</td>\n",
              "      <td>23.161679</td>\n",
              "      <td>45.195842</td>\n",
              "      <td>4.701199</td>\n",
              "      <td>1.093616</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ]
          },
          "metadata": {},
          "execution_count": 33
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Comparando o grupo com notas altas e baixas, vemos que os vendedores com notas possuem:\n",
        "\n",
        "1. Comentários menores dos usuários,\n",
        "2. Menor atraso na entrega,\n",
        "3. Os produtos tem descrição maiores.\n",
        "\n",
        "Essas características são consistentes com o grupo que possui notas medianas.\n",
        "\n",
        "> A única característica que pode ser facilmente melhorada pela Olist é a previsão de entrega dos produtos. Podemos criar um modelo que ajude a prever os atrasos nas entregas."
      ],
      "metadata": {
        "id": "4PnkJhzQUYdO"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Conclusão\n",
        "\n",
        "Vimos que o K-Means consegue separar os vendedores em grupo com notas baixas, médias e altas, sem a necessidade de interferência humana no processo de identificação. Além disso, ao olharmos para as características de cada grupo, percebemos que os vendedores com notas mais altas possuem comentário menores, descrição maiores dos produtos e um atraso na entrega menor.\n",
        "\n",
        "A única característica que a empresa poderia melhorar é a previsão do prazo de entrega dos produtos. Seria possível criar um algoritmo que indicasse um possível atraso na entrega.\n",
        "\n"
      ],
      "metadata": {
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}