adult_classifier.ipynb

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    "# PMR3508 - Aprendizado de Máquina e Reconhecimento de Padrões\n",
    "Análise e classificação com a base de dados [Adult](https://www.kaggle.com/c/adult-pmr3508), disponível também em [UCI Repository](https://archive.ics.uci.edu/ml/index.php).\n",
    "\n",
    "Autor: Lucas Tonini Rosenberg Schneider\n",
    "\n",
    "---"
   ]
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    "## Sumário\n",
    "\n",
    "- [1 Iniciatlização](#inicializacao)\n",
    "    - [1.1 Importando pacotes necessários](#importando)\n",
    "    - [1.2 Leitura de dados](#leitura)\n",
    "- [2 Análise e compreensão](#analise)\n",
    "    - [2.1 Dados numéricos](#analise-num)\n",
    "    - [2.2 Dados categóricos](#analise-cat)\n",
    "- [3 Preparação dos dados](#prep)\n",
    "    - [3.1 Dados faltantes](#missing)\n",
    "    - [3.2 Tratamento de features](#features)\n",
    "- [4 Modelo](#modelo)\n",
    "- [5 Conclusão](#conclusao)\n"
   ]
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    "---\n",
    "<a id=\"inicializacao\"></a>\n",
    "## 1 Inicialização\n",
    "\n",
    "<a id=\"importando\"></a>\n",
    "### 1.1 Importando pacotes necessários\n",
    "\n",
    "Primeiramente, vamos instalar os pacotes seaborn e statsmodels na versão necessária para evitar problemas de compatibilidade das versões mais recentes. Em seguida, importaremos todos os pacotes que serão necessários durante as fases de análise, tratamento e treinamento."
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      "Collecting seaborn==0.9.0\r\n",
      "  Downloading seaborn-0.9.0-py3-none-any.whl (208 kB)\r\n",
      "\u001b[K     |████████████████████████████████| 208 kB 195 kB/s \r\n",
      "\u001b[?25hRequirement already satisfied: matplotlib>=1.4.3 in /opt/conda/lib/python3.7/site-packages (from seaborn==0.9.0) (3.2.1)\r\n",
      "Requirement already satisfied: numpy>=1.9.3 in /opt/conda/lib/python3.7/site-packages (from seaborn==0.9.0) (1.18.5)\r\n",
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      "Requirement already satisfied: pyparsing!=2.0.4,!=2.1.2,!=2.1.6,>=2.0.1 in /opt/conda/lib/python3.7/site-packages (from matplotlib>=1.4.3->seaborn==0.9.0) (2.4.7)\r\n",
      "Requirement already satisfied: cycler>=0.10 in /opt/conda/lib/python3.7/site-packages (from matplotlib>=1.4.3->seaborn==0.9.0) (0.10.0)\r\n",
      "Requirement already satisfied: python-dateutil>=2.1 in /opt/conda/lib/python3.7/site-packages (from matplotlib>=1.4.3->seaborn==0.9.0) (2.8.1)\r\n",
      "Requirement already satisfied: pytz>=2017.2 in /opt/conda/lib/python3.7/site-packages (from pandas>=0.15.2->seaborn==0.9.0) (2019.3)\r\n",
      "Requirement already satisfied: six in /opt/conda/lib/python3.7/site-packages (from cycler>=0.10->matplotlib>=1.4.3->seaborn==0.9.0) (1.14.0)\r\n",
      "Installing collected packages: seaborn\r\n",
      "  Attempting uninstall: seaborn\r\n",
      "    Found existing installation: seaborn 0.10.0\r\n",
      "    Uninstalling seaborn-0.10.0:\r\n",
      "      Successfully uninstalled seaborn-0.10.0\r\n",
      "\u001b[31mERROR: After October 2020 you may experience errors when installing or updating packages. This is because pip will change the way that it resolves dependency conflicts.\r\n",
      "\r\n",
      "We recommend you use --use-feature=2020-resolver to test your packages with the new resolver before it becomes the default.\r\n",
      "\r\n",
      "hypertools 0.6.2 requires scikit-learn<0.22,>=0.19.1, but you'll have scikit-learn 0.23.2 which is incompatible.\u001b[0m\r\n",
      "Successfully installed seaborn-0.9.0\r\n",
      "\u001b[33mWARNING: You are using pip version 20.2.2; however, version 20.2.3 is available.\r\n",
      "You should consider upgrading via the '/opt/conda/bin/python3.7 -m pip install --upgrade pip' command.\u001b[0m\r\n",
      "Collecting statsmodels==0.10.1\r\n",
      "  Downloading statsmodels-0.10.1-cp37-cp37m-manylinux1_x86_64.whl (8.1 MB)\r\n",
      "\u001b[K     |████████████████████████████████| 8.1 MB 2.0 MB/s \r\n",
      "\u001b[?25hRequirement already satisfied: patsy>=0.4.0 in /opt/conda/lib/python3.7/site-packages (from statsmodels==0.10.1) (0.5.1)\r\n",
      "Requirement already satisfied: scipy>=0.18 in /opt/conda/lib/python3.7/site-packages (from statsmodels==0.10.1) (1.4.1)\r\n",
      "Requirement already satisfied: numpy>=1.11 in /opt/conda/lib/python3.7/site-packages (from statsmodels==0.10.1) (1.18.5)\r\n",
      "Requirement already satisfied: pandas>=0.19 in /opt/conda/lib/python3.7/site-packages (from statsmodels==0.10.1) (1.1.1)\r\n",
      "Requirement already satisfied: six in /opt/conda/lib/python3.7/site-packages (from patsy>=0.4.0->statsmodels==0.10.1) (1.14.0)\r\n",
      "Requirement already satisfied: pytz>=2017.2 in /opt/conda/lib/python3.7/site-packages (from pandas>=0.19->statsmodels==0.10.1) (2019.3)\r\n",
      "Requirement already satisfied: python-dateutil>=2.7.3 in /opt/conda/lib/python3.7/site-packages (from pandas>=0.19->statsmodels==0.10.1) (2.8.1)\r\n",
      "Installing collected packages: statsmodels\r\n",
      "  Attempting uninstall: statsmodels\r\n",
      "    Found existing installation: statsmodels 0.11.1\r\n",
      "    Uninstalling statsmodels-0.11.1:\r\n",
      "      Successfully uninstalled statsmodels-0.11.1\r\n",
      "\u001b[31mERROR: After October 2020 you may experience errors when installing or updating packages. This is because pip will change the way that it resolves dependency conflicts.\r\n",
      "\r\n",
      "We recommend you use --use-feature=2020-resolver to test your packages with the new resolver before it becomes the default.\r\n",
      "\r\n",
      "plotnine 0.7.1 requires statsmodels>=0.11.1, but you'll have statsmodels 0.10.1 which is incompatible.\r\n",
      "pandas-profiling 2.6.0 requires statsmodels>=0.11.1, but you'll have statsmodels 0.10.1 which is incompatible.\u001b[0m\r\n",
      "Successfully installed statsmodels-0.10.1\r\n",
      "\u001b[33mWARNING: You are using pip version 20.2.2; however, version 20.2.3 is available.\r\n",
      "You should consider upgrading via the '/opt/conda/bin/python3.7 -m pip install --upgrade pip' command.\u001b[0m\r\n"
     ]
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    "!pip install seaborn==0.9.0\n",
    "!pip install statsmodels==0.10.1"
   ]
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      "/opt/conda/lib/python3.7/site-packages/statsmodels/tools/_testing.py:19: FutureWarning: pandas.util.testing is deprecated. Use the functions in the public API at pandas.testing instead.\n",
      "  import pandas.util.testing as tm\n"
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   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "import sklearn\n",
    "from sklearn import preprocessing as prep\n",
    "\n",
    "from sklearn.neighbors import KNeighborsClassifier\n",
    "from sklearn.model_selection import cross_val_score\n",
    "\n",
    "%matplotlib inline"
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    "<a id=\"leitura\"></a>\n",
    "### 1.2 Leitura dos dados"
   ]
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    "x_columns = ['ID', 'Age', 'Workclass', 'Final Weight', 'Education', 'Education Num', 'Marital Status', 'Occupation', 'Relationship', 'Race', 'Sex', 'Capital Gain', 'Capital Loss', 'Hours per Week', 'Native Country']\n",
    "y_column = ['Income']\n",
    "\n",
    "train_data_raw = pd.read_csv('data/train_data.csv', names = (x_columns + y_column), na_values = '?', header = 0)\n",
    "test_data_raw = pd.read_csv('data/test_data.csv', names = x_columns, na_values = '?', header = 0)"
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       "      <th>Workclass</th>\n",
       "      <th>Final Weight</th>\n",
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       "      <th>Hours per Week</th>\n",
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       "      <th>1</th>\n",
       "      <td>16281</td>\n",
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       "      <td>310085</td>\n",
       "      <td>10th</td>\n",
       "      <td>6</td>\n",
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       "      <td>Husband</td>\n",
       "      <td>White</td>\n",
       "      <td>Male</td>\n",
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       "      <td>United-States</td>\n",
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       "      <th>2</th>\n",
       "      <td>16282</td>\n",
       "      <td>25</td>\n",
       "      <td>Private</td>\n",
       "      <td>146117</td>\n",
       "      <td>Some-college</td>\n",
       "      <td>10</td>\n",
       "      <td>Never-married</td>\n",
       "      <td>Machine-op-inspct</td>\n",
       "      <td>Not-in-family</td>\n",
       "      <td>White</td>\n",
       "      <td>Male</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>42</td>\n",
       "      <td>United-States</td>\n",
       "      <td>&lt;=50K</td>\n",
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       "      <th>3</th>\n",
       "      <td>16283</td>\n",
       "      <td>24</td>\n",
       "      <td>Private</td>\n",
       "      <td>138938</td>\n",
       "      <td>Some-college</td>\n",
       "      <td>10</td>\n",
       "      <td>Divorced</td>\n",
       "      <td>Adm-clerical</td>\n",
       "      <td>Not-in-family</td>\n",
       "      <td>White</td>\n",
       "      <td>Female</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>40</td>\n",
       "      <td>United-States</td>\n",
       "      <td>&lt;=50K</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>16284</td>\n",
       "      <td>57</td>\n",
       "      <td>Self-emp-inc</td>\n",
       "      <td>258883</td>\n",
       "      <td>HS-grad</td>\n",
       "      <td>9</td>\n",
       "      <td>Married-civ-spouse</td>\n",
       "      <td>Transport-moving</td>\n",
       "      <td>Husband</td>\n",
       "      <td>White</td>\n",
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       "      <td>5178</td>\n",
       "      <td>0</td>\n",
       "      <td>60</td>\n",
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       "      ID  Age     Workclass  Final Weight     Education  Education Num  \\\n",
       "0  16280   34       Private        204991  Some-college             10   \n",
       "1  16281   58     Local-gov        310085          10th              6   \n",
       "2  16282   25       Private        146117  Some-college             10   \n",
       "3  16283   24       Private        138938  Some-college             10   \n",
       "4  16284   57  Self-emp-inc        258883       HS-grad              9   \n",
       "\n",
       "       Marital Status         Occupation   Relationship   Race     Sex  \\\n",
       "0            Divorced    Exec-managerial      Own-child  White    Male   \n",
       "1  Married-civ-spouse   Transport-moving        Husband  White    Male   \n",
       "2       Never-married  Machine-op-inspct  Not-in-family  White    Male   \n",
       "3            Divorced       Adm-clerical  Not-in-family  White  Female   \n",
       "4  Married-civ-spouse   Transport-moving        Husband  White    Male   \n",
       "\n",
       "   Capital Gain  Capital Loss  Hours per Week Native Country Income  \n",
       "0             0             0              44  United-States  <=50K  \n",
       "1             0             0              40  United-States  <=50K  \n",
       "2             0             0              42  United-States  <=50K  \n",
       "3             0             0              40  United-States  <=50K  \n",
       "4          5178             0              60        Hungary   >50K  "
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   "source": [
    "print(train_data_raw.shape)\n",
    "train_data_raw.head()"
   ]
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    "---\n",
    "<a id=\"analise\"></a>\n",
    "## 2 Análise e compreensão\n",
    "\n",
    "Antes de tudo, é importante visualizar melhor os dados disponíveis para um melhor entendimento do problema. A seguir, faremos isso separadamnete para os dados numéricos e categóricos.\n",
    "\n",
    "<a id=\"analise-num\"></a>\n",
    "### 2.1 Dados Numéricos"
   ]
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       "      <th>Final Weight</th>\n",
       "      <th>Education Num</th>\n",
       "      <th>Capital Gain</th>\n",
       "      <th>Capital Loss</th>\n",
       "      <th>Hours per Week</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>32560.000000</td>\n",
       "      <td>32560.000000</td>\n",
       "      <td>3.256000e+04</td>\n",
       "      <td>32560.000000</td>\n",
       "      <td>32560.000000</td>\n",
       "      <td>32560.000000</td>\n",
       "      <td>32560.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>32559.500000</td>\n",
       "      <td>38.581634</td>\n",
       "      <td>1.897818e+05</td>\n",
       "      <td>10.080590</td>\n",
       "      <td>1077.615172</td>\n",
       "      <td>87.306511</td>\n",
       "      <td>40.437469</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>9399.406719</td>\n",
       "      <td>13.640642</td>\n",
       "      <td>1.055498e+05</td>\n",
       "      <td>2.572709</td>\n",
       "      <td>7385.402999</td>\n",
       "      <td>402.966116</td>\n",
       "      <td>12.347618</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>16280.000000</td>\n",
       "      <td>17.000000</td>\n",
       "      <td>1.228500e+04</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>24419.750000</td>\n",
       "      <td>28.000000</td>\n",
       "      <td>1.178315e+05</td>\n",
       "      <td>9.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>40.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>32559.500000</td>\n",
       "      <td>37.000000</td>\n",
       "      <td>1.783630e+05</td>\n",
       "      <td>10.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>40.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>40699.250000</td>\n",
       "      <td>48.000000</td>\n",
       "      <td>2.370545e+05</td>\n",
       "      <td>12.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>45.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>48839.000000</td>\n",
       "      <td>90.000000</td>\n",
       "      <td>1.484705e+06</td>\n",
       "      <td>16.000000</td>\n",
       "      <td>99999.000000</td>\n",
       "      <td>4356.000000</td>\n",
       "      <td>99.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 ID           Age  Final Weight  Education Num  Capital Gain  \\\n",
       "count  32560.000000  32560.000000  3.256000e+04   32560.000000  32560.000000   \n",
       "mean   32559.500000     38.581634  1.897818e+05      10.080590   1077.615172   \n",
       "std     9399.406719     13.640642  1.055498e+05       2.572709   7385.402999   \n",
       "min    16280.000000     17.000000  1.228500e+04       1.000000      0.000000   \n",
       "25%    24419.750000     28.000000  1.178315e+05       9.000000      0.000000   \n",
       "50%    32559.500000     37.000000  1.783630e+05      10.000000      0.000000   \n",
       "75%    40699.250000     48.000000  2.370545e+05      12.000000      0.000000   \n",
       "max    48839.000000     90.000000  1.484705e+06      16.000000  99999.000000   \n",
       "\n",
       "       Capital Loss  Hours per Week  \n",
       "count  32560.000000    32560.000000  \n",
       "mean      87.306511       40.437469  \n",
       "std      402.966116       12.347618  \n",
       "min        0.000000        1.000000  \n",
       "25%        0.000000       40.000000  \n",
       "50%        0.000000       40.000000  \n",
       "75%        0.000000       45.000000  \n",
       "max     4356.000000       99.000000  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "numeric_columns = list(train_data_raw.select_dtypes(include = np.number).columns)\n",
    "train_data_raw[numeric_columns].describe()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.042739,
     "end_time": "2020-09-17T23:24:55.416581",
     "exception": false,
     "start_time": "2020-09-17T23:24:55.373842",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "A feature ID contém apenas um número de identificação, ou seja, não é uma informação que faça sentido analisar, e, por isso, será removida durante o tratamento dos dados.\n",
    "Em seguida, criaremos um DataFrame apenas com os dados numéricos e o Income para melhor visualização."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:24:55.509236Z",
     "iopub.status.busy": "2020-09-17T23:24:55.508396Z",
     "iopub.status.idle": "2020-09-17T23:24:55.514511Z",
     "shell.execute_reply": "2020-09-17T23:24:55.514112Z"
    },
    "papermill": {
     "duration": 0.054954,
     "end_time": "2020-09-17T23:24:55.514595",
     "exception": false,
     "start_time": "2020-09-17T23:24:55.459641",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "numeric_columns.remove('ID')\n",
    "\n",
    "view_num_df = train_data_raw[numeric_columns].copy()\n",
    "for column in numeric_columns:\n",
    "    view_num_df[column] = pd.to_numeric(view_num_df[column])\n",
    "    \n",
    "view_num_df['Income'] = train_data_raw['Income']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:24:55.606611Z",
     "iopub.status.busy": "2020-09-17T23:24:55.605873Z",
     "iopub.status.idle": "2020-09-17T23:25:12.099174Z",
     "shell.execute_reply": "2020-09-17T23:25:12.099597Z"
    },
    "papermill": {
     "duration": 16.542545,
     "end_time": "2020-09-17T23:25:12.099731",
     "exception": false,
     "start_time": "2020-09-17T23:24:55.557186",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1151.88x1080 with 42 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "pp_graph = sns.pairplot(view_num_df, hue=\"Income\", palette=\"Set2\", diag_kind=\"kde\", height=2.5)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.051665,
     "end_time": "2020-09-17T23:25:12.204196",
     "exception": false,
     "start_time": "2020-09-17T23:25:12.152531",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Vamos primeiro analisar a diagonal principal, que fornece uma aproximação da distribuição de densidade para cada uma das variáveis numéricas. A primeira coisa a se notar é como as curvas de Final Weight são praticamente iguais. Essa variável não parece ajudar muito a diferenciar a renda das pessoas. Por outro lado, Age, Education Num e Hours per Week mostram variações mais significativas para cada classe observada, e devem ser úteis para o classificador.\n",
    "\n",
    "Analisando agora os gráficos fora da diagonal principal, pode-se perceber que a correlação entre as variáveis não parece ser muito alta, já que  todos eles parecem possuir pontos bem dispersos. Além disso, novamente os gráficos de correlação entre Age, Education Num e Hours per Week parecem fronecer limites mais claros para regiões onde o Income é predominantemente maior ou menor que 50k.\n",
    "\n",
    "Por fim, uma última observação que pode-se fazer é que, independente de outras variáveis, indivíduos com Capital Gain ou com Capital Loss nulo tendem a possuir um Income >50k."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:12.320641Z",
     "iopub.status.busy": "2020-09-17T23:25:12.319143Z",
     "iopub.status.idle": "2020-09-17T23:25:12.321338Z",
     "shell.execute_reply": "2020-09-17T23:25:12.321769Z"
    },
    "papermill": {
     "duration": 0.06171,
     "end_time": "2020-09-17T23:25:12.321877",
     "exception": false,
     "start_time": "2020-09-17T23:25:12.260167",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "def plot_feature_frequencies(data, feature, kind='line'):\n",
    "    '''\n",
    "    Plot frequencie for income <=50k and >50k for a specific feature\n",
    "    '''\n",
    "    \n",
    "    less_50 = data.loc[data['Income'] == '<=50K', feature].value_counts().rename('<=50K')\n",
    "    more_50 = data.loc[data['Income'] == '>50K', feature].value_counts().rename('>50K')\n",
    "    plot_data = pd.concat([less_50, more_50], axis=1)\n",
    "    plot_data.plot(xlabel = feature, ylabel = 'Frequency', kind=kind)\n",
    "    return plot_data"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.051558,
     "end_time": "2020-09-17T23:25:12.425100",
     "exception": false,
     "start_time": "2020-09-17T23:25:12.373542",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Vamos plotar agora os gráficos com a frequência aboluta das 3 variáveis que pareceram mais relevante a partir da análise anterior."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:12.537775Z",
     "iopub.status.busy": "2020-09-17T23:25:12.536956Z",
     "iopub.status.idle": "2020-09-17T23:25:13.005181Z",
     "shell.execute_reply": "2020-09-17T23:25:13.005600Z"
    },
    "papermill": {
     "duration": 0.529087,
     "end_time": "2020-09-17T23:25:13.005742",
     "exception": false,
     "start_time": "2020-09-17T23:25:12.476655",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "for feature in ['Age', 'Education Num', 'Hours per Week']:\n",
    "    plot_feature_frequencies(view_num_df, feature)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.054938,
     "end_time": "2020-09-17T23:25:13.116503",
     "exception": false,
     "start_time": "2020-09-17T23:25:13.061565",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "É possível ver claramente como a proporção de pessoas que ganham mais que 50 mil aumenta drásticamente com a idade. Entre 20 e 40 anos, há um crescimento acelerado, e a partir daí, a proporção se mantém mais estável.\n",
    "\n",
    "Em relação ao Education Number, todos os indivíduos que ganhavam mais que 50k tem nível de escolaridade maior que 8, ou seja, pelo menos um diploma no nível técnico. Além disso, apenas a partir do nível 14, ou seja, a partir do bacharelado, a proporção de indivíduos que ganahvam mais que 50k superou a dos que ganahvam menos. Logo, grau de escolaridade seria um fator importante para fazer predições em relação à renda.\n",
    "\n",
    "Por fim, em Hours per Week, percebe-se claramente que a maior parte das pessoas possui a jornada padrão de 40h por semana. Porém, quanto mais aumenta-se o número de horas trabalhadas, maior é a proporção de pessoas que ganham mais que 50k, enquanto para valores menores que 40h, a quantidade é bem pequena."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.054123,
     "end_time": "2020-09-17T23:25:13.225165",
     "exception": false,
     "start_time": "2020-09-17T23:25:13.171042",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "<a id=\"analise-cat\"></a>\n",
    "### 2.2 Dados categóricos"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:13.350648Z",
     "iopub.status.busy": "2020-09-17T23:25:13.349762Z",
     "iopub.status.idle": "2020-09-17T23:25:13.462341Z",
     "shell.execute_reply": "2020-09-17T23:25:13.462782Z"
    },
    "papermill": {
     "duration": 0.182308,
     "end_time": "2020-09-17T23:25:13.462898",
     "exception": false,
     "start_time": "2020-09-17T23:25:13.280590",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "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>Workclass</th>\n",
       "      <th>Education</th>\n",
       "      <th>Marital Status</th>\n",
       "      <th>Occupation</th>\n",
       "      <th>Relationship</th>\n",
       "      <th>Race</th>\n",
       "      <th>Sex</th>\n",
       "      <th>Native Country</th>\n",
       "      <th>Income</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>30724</td>\n",
       "      <td>32560</td>\n",
       "      <td>32560</td>\n",
       "      <td>30717</td>\n",
       "      <td>32560</td>\n",
       "      <td>32560</td>\n",
       "      <td>32560</td>\n",
       "      <td>31977</td>\n",
       "      <td>32560</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>unique</th>\n",
       "      <td>8</td>\n",
       "      <td>16</td>\n",
       "      <td>7</td>\n",
       "      <td>14</td>\n",
       "      <td>6</td>\n",
       "      <td>5</td>\n",
       "      <td>2</td>\n",
       "      <td>41</td>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>top</th>\n",
       "      <td>Private</td>\n",
       "      <td>HS-grad</td>\n",
       "      <td>Married-civ-spouse</td>\n",
       "      <td>Prof-specialty</td>\n",
       "      <td>Husband</td>\n",
       "      <td>White</td>\n",
       "      <td>Male</td>\n",
       "      <td>United-States</td>\n",
       "      <td>&lt;=50K</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>freq</th>\n",
       "      <td>22696</td>\n",
       "      <td>10501</td>\n",
       "      <td>14976</td>\n",
       "      <td>4140</td>\n",
       "      <td>13193</td>\n",
       "      <td>27815</td>\n",
       "      <td>21789</td>\n",
       "      <td>29169</td>\n",
       "      <td>24719</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       Workclass Education      Marital Status      Occupation Relationship  \\\n",
       "count      30724     32560               32560           30717        32560   \n",
       "unique         8        16                   7              14            6   \n",
       "top      Private   HS-grad  Married-civ-spouse  Prof-specialty      Husband   \n",
       "freq       22696     10501               14976            4140        13193   \n",
       "\n",
       "         Race    Sex Native Country Income  \n",
       "count   32560  32560          31977  32560  \n",
       "unique      5      2             41      2  \n",
       "top     White   Male  United-States  <=50K  \n",
       "freq    27815  21789          29169  24719  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "categoric_columns = list(train_data_raw.select_dtypes(exclude = np.number).columns)\n",
    "train_data_raw[categoric_columns].describe()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.054703,
     "end_time": "2020-09-17T23:25:13.573021",
     "exception": false,
     "start_time": "2020-09-17T23:25:13.518318",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Vamos remover a coluna de Education, pois a mesma análise já foi feita para Education Num, e, novamente, criaremos um novo DataFrame para facilitar a visualização."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:13.689165Z",
     "iopub.status.busy": "2020-09-17T23:25:13.688290Z",
     "iopub.status.idle": "2020-09-17T23:25:13.695184Z",
     "shell.execute_reply": "2020-09-17T23:25:13.694745Z"
    },
    "papermill": {
     "duration": 0.067319,
     "end_time": "2020-09-17T23:25:13.695281",
     "exception": false,
     "start_time": "2020-09-17T23:25:13.627962",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "categoric_columns.remove('Education')\n",
    "view_cat_df = train_data_raw[categoric_columns].copy()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:13.817662Z",
     "iopub.status.busy": "2020-09-17T23:25:13.816916Z",
     "iopub.status.idle": "2020-09-17T23:25:13.997159Z",
     "shell.execute_reply": "2020-09-17T23:25:13.997576Z"
    },
    "papermill": {
     "duration": 0.246932,
     "end_time": "2020-09-17T23:25:13.997706",
     "exception": false,
     "start_time": "2020-09-17T23:25:13.750774",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "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>&lt;=50K</th>\n",
       "      <th>&gt;50K</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Private</th>\n",
       "      <td>17733</td>\n",
       "      <td>4963.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Self-emp-not-inc</th>\n",
       "      <td>1817</td>\n",
       "      <td>724.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Local-gov</th>\n",
       "      <td>1476</td>\n",
       "      <td>617.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>State-gov</th>\n",
       "      <td>944</td>\n",
       "      <td>353.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Federal-gov</th>\n",
       "      <td>589</td>\n",
       "      <td>371.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                  <=50K    >50K\n",
       "Private           17733  4963.0\n",
       "Self-emp-not-inc   1817   724.0\n",
       "Local-gov          1476   617.0\n",
       "State-gov           944   353.0\n",
       "Federal-gov         589   371.0"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_feature_frequencies(view_cat_df, 'Workclass', 'bar').head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.056305,
     "end_time": "2020-09-17T23:25:14.110826",
     "exception": false,
     "start_time": "2020-09-17T23:25:14.054521",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Aqui pode-se perceber um leve desbalanceamento, pois a maior parte dos indicíduos trabalha no setor privado. Mesmo assim, é interessante notar como a única categoria em que a proporção dos índividuos que recebem mais que 50k é maior que os que recebem menos é a de \"Incorporated self employment\"."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:14.233153Z",
     "iopub.status.busy": "2020-09-17T23:25:14.232402Z",
     "iopub.status.idle": "2020-09-17T23:25:14.451609Z",
     "shell.execute_reply": "2020-09-17T23:25:14.452055Z"
    },
    "papermill": {
     "duration": 0.28476,
     "end_time": "2020-09-17T23:25:14.452173",
     "exception": false,
     "start_time": "2020-09-17T23:25:14.167413",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "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>&lt;=50K</th>\n",
       "      <th>&gt;50K</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Adm-clerical</th>\n",
       "      <td>3262</td>\n",
       "      <td>507</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Craft-repair</th>\n",
       "      <td>3170</td>\n",
       "      <td>929</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Other-service</th>\n",
       "      <td>3158</td>\n",
       "      <td>137</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Sales</th>\n",
       "      <td>2667</td>\n",
       "      <td>983</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Prof-specialty</th>\n",
       "      <td>2281</td>\n",
       "      <td>1859</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                <=50K  >50K\n",
       "Adm-clerical     3262   507\n",
       "Craft-repair     3170   929\n",
       "Other-service    3158   137\n",
       "Sales            2667   983\n",
       "Prof-specialty   2281  1859"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_feature_frequencies(view_cat_df, 'Occupation', 'bar').head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.057323,
     "end_time": "2020-09-17T23:25:14.567638",
     "exception": false,
     "start_time": "2020-09-17T23:25:14.510315",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Nesse exemplo, as ocupações que recebem mais pretígio social estão diretamente relacionadas com uma maior renda, como é o caso de Prof especialista e gerente executivo."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:14.693771Z",
     "iopub.status.busy": "2020-09-17T23:25:14.693011Z",
     "iopub.status.idle": "2020-09-17T23:25:14.864407Z",
     "shell.execute_reply": "2020-09-17T23:25:14.863972Z"
    },
    "papermill": {
     "duration": 0.238536,
     "end_time": "2020-09-17T23:25:14.864494",
     "exception": false,
     "start_time": "2020-09-17T23:25:14.625958",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "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>&lt;=50K</th>\n",
       "      <th>&gt;50K</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Never-married</th>\n",
       "      <td>10191</td>\n",
       "      <td>491</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Married-civ-spouse</th>\n",
       "      <td>8284</td>\n",
       "      <td>6692</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Divorced</th>\n",
       "      <td>3980</td>\n",
       "      <td>463</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Separated</th>\n",
       "      <td>959</td>\n",
       "      <td>66</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Widowed</th>\n",
       "      <td>908</td>\n",
       "      <td>85</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                    <=50K  >50K\n",
       "Never-married       10191   491\n",
       "Married-civ-spouse   8284  6692\n",
       "Divorced             3980   463\n",
       "Separated             959    66\n",
       "Widowed               908    85"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_feature_frequencies(view_cat_df, 'Marital Status', 'bar').head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.059107,
     "end_time": "2020-09-17T23:25:14.990742",
     "exception": false,
     "start_time": "2020-09-17T23:25:14.931635",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Nesse exemplo é interessante notar como o fato de estar casado e vivendo com o(a) parceiro(a) tem grande relação com a renda. A única categoria em que os indivíduos com Income maior q 50k possuem representação relevante é a de casado com parceiro civil, por isso, talvez seja interessante construir uma feature que represente exatamente essa situação."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:15.118213Z",
     "iopub.status.busy": "2020-09-17T23:25:15.117447Z",
     "iopub.status.idle": "2020-09-17T23:25:15.280562Z",
     "shell.execute_reply": "2020-09-17T23:25:15.281033Z"
    },
    "papermill": {
     "duration": 0.231787,
     "end_time": "2020-09-17T23:25:15.281141",
     "exception": false,
     "start_time": "2020-09-17T23:25:15.049354",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "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>&lt;=50K</th>\n",
       "      <th>&gt;50K</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Not-in-family</th>\n",
       "      <td>7448</td>\n",
       "      <td>856</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Husband</th>\n",
       "      <td>7275</td>\n",
       "      <td>5918</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Own-child</th>\n",
       "      <td>5001</td>\n",
       "      <td>67</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Unmarried</th>\n",
       "      <td>3228</td>\n",
       "      <td>218</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Other-relative</th>\n",
       "      <td>944</td>\n",
       "      <td>37</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                <=50K  >50K\n",
       "Not-in-family    7448   856\n",
       "Husband          7275  5918\n",
       "Own-child        5001    67\n",
       "Unmarried        3228   218\n",
       "Other-relative    944    37"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_feature_frequencies(view_cat_df, 'Relationship', 'bar').head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.06043,
     "end_time": "2020-09-17T23:25:15.402992",
     "exception": false,
     "start_time": "2020-09-17T23:25:15.342562",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Aqui, a questão de casamento se apresenta novamente, com as proporções de renda maior que 50k bem equilibradas para maridos e esposas, enquanto para os outros tipos de relacionamento, a quantidade de indivíduos com renda alta é bem menor."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:15.534243Z",
     "iopub.status.busy": "2020-09-17T23:25:15.533476Z",
     "iopub.status.idle": "2020-09-17T23:25:15.672408Z",
     "shell.execute_reply": "2020-09-17T23:25:15.671962Z"
    },
    "papermill": {
     "duration": 0.208936,
     "end_time": "2020-09-17T23:25:15.672494",
     "exception": false,
     "start_time": "2020-09-17T23:25:15.463558",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "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>&lt;=50K</th>\n",
       "      <th>&gt;50K</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Male</th>\n",
       "      <td>15127</td>\n",
       "      <td>6662</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Female</th>\n",
       "      <td>9592</td>\n",
       "      <td>1179</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        <=50K  >50K\n",
       "Male    15127  6662\n",
       "Female   9592  1179"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_feature_frequencies(view_cat_df, 'Sex', 'bar').head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.065532,
     "end_time": "2020-09-17T23:25:15.799932",
     "exception": false,
     "start_time": "2020-09-17T23:25:15.734400",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Com esse gráfico, a grande diferença entre a renda das mulheres e dos homens fica bem clara. Isso só comprova a diferença salarial e de oportunidades para as mulheres causada pelo machismo da sociedade contemporânea."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:15.934475Z",
     "iopub.status.busy": "2020-09-17T23:25:15.933574Z",
     "iopub.status.idle": "2020-09-17T23:25:16.096711Z",
     "shell.execute_reply": "2020-09-17T23:25:16.097114Z"
    },
    "papermill": {
     "duration": 0.234995,
     "end_time": "2020-09-17T23:25:16.097232",
     "exception": false,
     "start_time": "2020-09-17T23:25:15.862237",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "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>&lt;=50K</th>\n",
       "      <th>&gt;50K</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>White</th>\n",
       "      <td>20698</td>\n",
       "      <td>7117</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Black</th>\n",
       "      <td>2737</td>\n",
       "      <td>387</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Asian-Pac-Islander</th>\n",
       "      <td>763</td>\n",
       "      <td>276</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Amer-Indian-Eskimo</th>\n",
       "      <td>275</td>\n",
       "      <td>36</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Other</th>\n",
       "      <td>246</td>\n",
       "      <td>25</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                    <=50K  >50K\n",
       "White               20698  7117\n",
       "Black                2737   387\n",
       "Asian-Pac-Islander    763   276\n",
       "Amer-Indian-Eskimo    275    36\n",
       "Other                 246    25"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_feature_frequencies(view_cat_df, 'Race', 'bar').head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.062373,
     "end_time": "2020-09-17T23:25:16.223125",
     "exception": false,
     "start_time": "2020-09-17T23:25:16.160752",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Aqui, a questão do racismo fica evidente, pois pelos dados, aproximadamente 25% da população branca teria renda maior que 50k, enquanto para a população negra, esse número cai para 12%. Outro fator importante é que a população hipânica não parece ter sido representada nessa pesquisa, mesmo compondo aproximadamente 15,4% da população americana, ou seja, é a segunda etnia mais representativa dos EUA (dados de 2008)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:16.358733Z",
     "iopub.status.busy": "2020-09-17T23:25:16.357942Z",
     "iopub.status.idle": "2020-09-17T23:25:16.872887Z",
     "shell.execute_reply": "2020-09-17T23:25:16.873343Z"
    },
    "papermill": {
     "duration": 0.587354,
     "end_time": "2020-09-17T23:25:16.873470",
     "exception": false,
     "start_time": "2020-09-17T23:25:16.286116",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "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>&lt;=50K</th>\n",
       "      <th>&gt;50K</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>United-States</th>\n",
       "      <td>21998</td>\n",
       "      <td>7171.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Mexico</th>\n",
       "      <td>610</td>\n",
       "      <td>33.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Philippines</th>\n",
       "      <td>137</td>\n",
       "      <td>61.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Puerto-Rico</th>\n",
       "      <td>102</td>\n",
       "      <td>12.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>El-Salvador</th>\n",
       "      <td>97</td>\n",
       "      <td>9.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "               <=50K    >50K\n",
       "United-States  21998  7171.0\n",
       "Mexico           610    33.0\n",
       "Philippines      137    61.0\n",
       "Puerto-Rico      102    12.0\n",
       "El-Salvador       97     9.0"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_feature_frequencies(view_cat_df, 'Native Country', 'bar').head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.06422,
     "end_time": "2020-09-17T23:25:17.003879",
     "exception": false,
     "start_time": "2020-09-17T23:25:16.939659",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Em relação ao país de origem, há um desbalanceamento extremo, que pode ser claramente visto pelo gráfico. Dessa forma, a alternativa escolhida para lidar com esse problema será não utilizar esses dados."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.063959,
     "end_time": "2020-09-17T23:25:17.131655",
     "exception": false,
     "start_time": "2020-09-17T23:25:17.067696",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "---\n",
    "<a id=\"prep\"></a>\n",
    "## 3 Preparação dos dados\n",
    "\n",
    "<a id=\"missing\"></a>\n",
    "### 3.1 Dados faltantes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:17.352901Z",
     "iopub.status.busy": "2020-09-17T23:25:17.352042Z",
     "iopub.status.idle": "2020-09-17T23:25:17.354389Z",
     "shell.execute_reply": "2020-09-17T23:25:17.354907Z"
    },
    "papermill": {
     "duration": 0.158926,
     "end_time": "2020-09-17T23:25:17.355033",
     "exception": false,
     "start_time": "2020-09-17T23:25:17.196107",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "def count_missing_values(data):\n",
    "    '''\n",
    "    Count missing values for each feature and return a sorted DataFrame with the resuls\n",
    "    '''\n",
    "\n",
    "    missing_count = []\n",
    "    for column in data.columns:\n",
    "        missing_count.append(data[column].isna().sum())\n",
    "    missing_count = np.asarray(missing_count)\n",
    "    missing_count = pd.DataFrame({'feature': data.columns, 'count': missing_count,\n",
    "                                'freq. [%]': 100*missing_count/data.shape[0]}, index=None)\n",
    "    missing_count.sort_values('count', ascending=False, inplace=True, ignore_index=True)\n",
    "    return missing_count"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:17.491942Z",
     "iopub.status.busy": "2020-09-17T23:25:17.488341Z",
     "iopub.status.idle": "2020-09-17T23:25:17.549516Z",
     "shell.execute_reply": "2020-09-17T23:25:17.549947Z"
    },
    "papermill": {
     "duration": 0.130337,
     "end_time": "2020-09-17T23:25:17.550057",
     "exception": false,
     "start_time": "2020-09-17T23:25:17.419720",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "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>feature</th>\n",
       "      <th>count</th>\n",
       "      <th>freq. [%]</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Occupation</td>\n",
       "      <td>1843</td>\n",
       "      <td>5.660319</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Workclass</td>\n",
       "      <td>1836</td>\n",
       "      <td>5.638821</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Native Country</td>\n",
       "      <td>583</td>\n",
       "      <td>1.790541</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ID</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Age</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          feature  count  freq. [%]\n",
       "0      Occupation   1843   5.660319\n",
       "1       Workclass   1836   5.638821\n",
       "2  Native Country    583   1.790541\n",
       "3              ID      0   0.000000\n",
       "4             Age      0   0.000000"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "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>feature</th>\n",
       "      <th>count</th>\n",
       "      <th>freq. [%]</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Occupation</td>\n",
       "      <td>966</td>\n",
       "      <td>5.933661</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Workclass</td>\n",
       "      <td>963</td>\n",
       "      <td>5.915233</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Native Country</td>\n",
       "      <td>274</td>\n",
       "      <td>1.683047</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ID</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Age</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          feature  count  freq. [%]\n",
       "0      Occupation    966   5.933661\n",
       "1       Workclass    963   5.915233\n",
       "2  Native Country    274   1.683047\n",
       "3              ID      0   0.000000\n",
       "4             Age      0   0.000000"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(count_missing_values(train_data_raw).head())\n",
    "display(count_missing_values(test_data_raw).head())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.064938,
     "end_time": "2020-09-17T23:25:17.680343",
     "exception": false,
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     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Como pode-se perceber, as únicas variáveis que possuem dados faltantes, tanto na base de treino quanto de testes, são Occupation, Workclass e Native Country. Assim, vamos usar a função a seguir para imputar valores nessas variáveis."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "execution": {
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   "source": [
    "def handle_missing_values(original_data, fill_options = None, drop_rest = False):\n",
    "    '''\n",
    "    Choose what to do with the missing values.\n",
    "    fill_options is a dictionary where de features are keys, and the values are how to fill the missing data,\n",
    "    the options are: unknown (fill with 'unknown'), mean (complete with the mean value), most_frequent (complete with most frequent value).\n",
    "    The rest of the missing data will be dropped.\n",
    "    '''\n",
    "\n",
    "    data = original_data.copy()\n",
    "    if fill_options is not None:\n",
    "        for feature, action in fill_options.items():\n",
    "            # print(feature, action)\n",
    "            if feature not in data.columns:\n",
    "                # print(feature)\n",
    "                continue\n",
    "            if action == 'unknown':\n",
    "                data[feature].fillna('unknown', inplace=True)\n",
    "            elif action == 'mean':\n",
    "                data[feature].fillna(data[feature].mean(), inplace=True)\n",
    "            elif action == 'most_frequent':\n",
    "                top = data[feature].describe().top\n",
    "                data[feature].fillna(top, inplace=True)\n",
    "                \n",
    "    data.dropna()\n",
    "\n",
    "    return data\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
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   "source": [
    "<a id=\"features\"></a>\n",
    "\n",
    "### 3.2 Tratamento de features\n",
    "\n",
    "Aqui, useremos a função que trata os dados faltantes, além de outros métodos úteis, para preparar as bases de treino e teste.\n",
    "\n",
    "Para isso, vamos selecionar as features relevantes, depois codificar as variáveis categóricas, e por fim, gerar X_test, X_train e Y_train para nosso classificador."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "execution": {
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   "source": [
    "def data_pipeline(train_raw, test_raw, fill_options = None, drop_columns = ['ID', 'Education']):\n",
    "    '''\n",
    "    Prepare the data to be used in the classifier\n",
    "    '''\n",
    "\n",
    "    train_data = train_raw.copy()\n",
    "    test_data = test_raw.copy()\n",
    "\n",
    "    # Remove duplicate itens from training data\n",
    "    train_data.drop_duplicates(keep='first', inplace=True)\n",
    "    \n",
    "    # Remove unwanted columns\n",
    "    if drop_columns is not None:\n",
    "        train_data.drop(drop_columns, axis = 1, inplace=True)\n",
    "        test_data.drop(drop_columns, axis = 1, inplace=True)\n",
    "\n",
    "    # Handle the missing values\n",
    "    train_data = handle_missing_values(train_data, fill_options, drop_rest=True)\n",
    "    test_data = handle_missing_values(test_data, fill_options)\n",
    "\n",
    "    # Separate columns types\n",
    "    numeric_columns = list(test_data.select_dtypes(include = np.number).columns)\n",
    "    categoric_columns = list(test_data.select_dtypes(exclude = np.number).columns)\n",
    "    label_column = 'Income'\n",
    "\n",
    "    # Apply scaler to numeric features\n",
    "    scaler = prep.RobustScaler()\n",
    "    scaler.fit(train_data[numeric_columns])\n",
    "    train_num = scaler.transform(train_data[numeric_columns])\n",
    "    test_num = scaler.transform(test_data[numeric_columns])\n",
    "\n",
    "    # Encode the categoric feature into One Hot\n",
    "    cat_encoder = prep.OneHotEncoder(sparse=False)\n",
    "    cat_encoder.fit(train_data[categoric_columns])\n",
    "    train_cat = cat_encoder.transform(train_data[categoric_columns])\n",
    "    test_cat = cat_encoder.transform(test_data[categoric_columns])\n",
    "\n",
    "    # Concatenate X arrays\n",
    "    X_train = np.concatenate((train_num, train_cat), axis=1)\n",
    "    X_test = np.concatenate((test_num, test_cat), axis=1)\n",
    "\n",
    "    # Encode the labels\n",
    "    label_encoder = prep.LabelEncoder()\n",
    "    Y_train = label_encoder.fit_transform(train_data[label_column])\n",
    "    \n",
    "    # Make sure the test and train data have the same number of features\n",
    "    assert X_train.shape[1] == X_test.shape[1]\n",
    "    \n",
    "    # Make sure the train data has the same number of examples in X and Y\n",
    "    assert X_train.shape[0] == Y_train.shape[0]\n",
    "\n",
    "    return X_train, Y_train, X_test, label_encoder"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.065284,
     "end_time": "2020-09-17T23:25:18.232834",
     "exception": false,
     "start_time": "2020-09-17T23:25:18.167550",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Para gerar nossos dados em bases X e Y, precisamos primeiro escolher o método para imputar os dados faltantes. Nesse caso, utilizaremos uma nova classe: 'unknown' como classe significativa para Occupation e Workclass.\n",
    "\n",
    "Além disso, precisamos decidir quais features serão utilizadas no classificador. Já foi discutido previamente que ID e Education serão removidos. Além disso, optei por retirar Final Weight, que não tinham muita correlação com o Income, e Native Country, cujos dados estavam muito desbalanceados."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:18.369457Z",
     "iopub.status.busy": "2020-09-17T23:25:18.368619Z",
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   "outputs": [],
   "source": [
    "fill_options = {'Occupation': 'unknown', 'Workclass': 'unknown'}\n",
    "drop_columns = ['ID', 'Education', 'Final Weight', 'Native Country']\n",
    "X_train, Y_train, X_test, label_encoder = data_pipeline(train_data_raw, test_data_raw, fill_options, drop_columns)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:18.802653Z",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "X_train tem shape: (32560, 49)\n",
      "Y_train tem shape: (32560,)\n",
      "X_test tem shape: (16280, 49)\n"
     ]
    }
   ],
   "source": [
    "print(f'X_train tem shape: {X_train.shape}')\n",
    "print(f'Y_train tem shape: {Y_train.shape}')\n",
    "print(f'X_test tem shape: {X_test.shape}')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.066704,
     "end_time": "2020-09-17T23:25:18.939766",
     "exception": false,
     "start_time": "2020-09-17T23:25:18.873062",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "---\n",
    "<a id=\"modelo\"></a>\n",
    "## 4 Modelo\n",
    "\n",
    "O modelo utilizado nas predições do Income é o KNN (K-Nearest Neighbors), estudado em sala. Para treiná-lo, é preciso fazer algumas escolhas de hiperparâmetros, sendo que duas das principais são o número de vizinhos (k), e a métrica utilizada para cálculo da distância (normalmente a \\\\(L_2\\\\) ou euclidiana)\n",
    "\n",
    "Para começar a escolha desses hiperparâmetros, testei com alguns valores de números de vizinhos com diferentes métricas. A seguir, vamos visualizar alguns resultados usando a distância de Minkowski com \\\\(p = 1\\\\), que corresponde à métrica \\\\(L_1\\\\) ou Manhattan, para vários valores de k."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:25:19.078652Z",
     "iopub.status.busy": "2020-09-17T23:25:19.077816Z",
     "iopub.status.idle": "2020-09-17T23:31:09.884125Z",
     "shell.execute_reply": "2020-09-17T23:31:09.884981Z"
    },
    "papermill": {
     "duration": 350.879204,
     "end_time": "2020-09-17T23:31:09.885174",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Para 5 vizinhos, a acurácia foi de 85.44840%\n",
      "Para 10 vizinhos, a acurácia foi de 86.31143%\n",
      "Para 15 vizinhos, a acurácia foi de 86.48649%\n",
      "Para 20 vizinhos, a acurácia foi de 86.57248%\n",
      "Para 25 vizinhos, a acurácia foi de 86.67998%\n",
      "Para 30 vizinhos, a acurácia foi de 86.69226%\n",
      "Para 35 vizinhos, a acurácia foi de 86.59705%\n",
      "Para 40 vizinhos, a acurácia foi de 86.53563%\n"
     ]
    }
   ],
   "source": [
    "for k_value in range(5, 45, 5):\n",
    "    clf = KNeighborsClassifier(k_value, p=1, weights='uniform', n_jobs=-1)\n",
    "    score = np.mean(cross_val_score(clf, X_train, Y_train, cv=10))\n",
    "    \n",
    "    print(f'Para {k_value} vizinhos, a acurácia foi de {100*score:.5f}%')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "papermill": {
     "duration": 0.069569,
     "end_time": "2020-09-17T23:31:10.025837",
     "exception": false,
     "start_time": "2020-09-17T23:31:09.956268",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "A partir dos resultados preliminares obtidos a cima, vamos agora procurar ao redor dos valores mais promissores, e escolher o classificador cujo número de vizinhos fornece a maior acurácia."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:31:10.174147Z",
     "iopub.status.busy": "2020-09-17T23:31:10.173222Z",
     "iopub.status.idle": "2020-09-17T23:42:39.439347Z",
     "shell.execute_reply": "2020-09-17T23:42:39.439953Z"
    },
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     "duration": 689.343725,
     "end_time": "2020-09-17T23:42:39.440094",
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     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "O melhor número de vizinhos encontrado foi 28, com acurácia de 86.72297%\n"
     ]
    }
   ],
   "source": [
    "max_k = 0\n",
    "max_score = 0.\n",
    "knn_clf = None\n",
    "\n",
    "for k_value in range(20, 35):\n",
    "    clf = KNeighborsClassifier(k_value, p=1, weights='uniform', n_jobs=-1)\n",
    "    score = np.mean(cross_val_score(clf, X_train, Y_train, cv=10))\n",
    "    \n",
    "    if score > max_score:\n",
    "        max_score = score\n",
    "        max_k = k_value\n",
    "        knn_clf = clf\n",
    "    \n",
    "print(f'O melhor número de vizinhos encontrado foi {max_k}, com acurácia de {max_score*100:.5f}%')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
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     "end_time": "2020-09-17T23:42:39.578662",
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     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "Utilizando o modelo selecionado anteriormente, vamos treiná-lo e fazer nossas predições."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:42:39.723302Z",
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   },
   "outputs": [],
   "source": [
    "knn_clf.fit(X_train, Y_train)\n",
    "Y_hat_test = knn_clf.predict(X_test)\n",
    "Y_hat_test = label_encoder.inverse_transform(Y_hat_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2020-09-17T23:43:00.492958Z",
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   },
   "outputs": [
    {
     "data": {
      "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>income</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>&lt;=50K</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>&gt;50K</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>&lt;=50K</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>&lt;=50K</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>&gt;50K</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  income\n",
       "0  <=50K\n",
       "1   >50K\n",
       "2  <=50K\n",
       "3  <=50K\n",
       "4   >50K"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "result_data = pd.DataFrame({'income': Y_hat_test})\n",
    "display(result_data.head())\n",
    "result_data.to_csv('submission.csv', index = True, index_label = 'Id')"
   ]
  },
  {
   "cell_type": "markdown",
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    "tags": []
   },
   "source": [
    "---\n",
    "<a id=\"conclusao\"></a>\n",
    "## 5 Conclusão\n",
    "\n",
    "Apesar de ser um classificador relativamente simples, o KNN obteve bons resultados. Porém, isso só foi possível após a aplicação de várias técnicas para limpeza dos dados. Sem elas, essa acurácia nunca teria sido obtida, o que demonstra o importantíssimo papel do pré-processamento em qualquer projeto de Machine Learning."
   ]
  }
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