Titanic DataSet - Machine Learning.ipynb

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   "metadata": {},
   "source": [
    "# General Information\n",
    ">\n",
    ">Author: Lucas Lobianco De Matheo\n",
    ">\n",
    ">Title: **Kaggle Titanic DataSet**\n",
    ">\n",
    ">This dataset was one of the first I worked on and today I feel able to explore it better and with more techniques.\n",
    ">\n",
    ">Extension: .csv\n",
    ">\n",
    ">Source: https://www.kaggle.com/azeembootwala/titanic\n",
    ">\n",
    ">Date: 01-02-2022\n",
    ">\n",
    "> **Main Skills of this project:** \n",
    "> - **Data Preparation**\n",
    "> - **Data Cleansing**  \n",
    "> - **Data Wrangling**  \n",
    "> - Data pre-processing\n",
    "> - Exploratory Data Analysis (EAD)\n",
    "> - Data Visualization"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7d3fe20c",
   "metadata": {},
   "source": [
    "# Importing Essential Libraries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "04b9d8e0",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "import plotly.express as px"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9dbea850",
   "metadata": {},
   "source": [
    "# Importing DataSet\n",
    "- pandas.read_csv — pandas 1.3.5 documentation (pydata.org)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "94fd1a48",
   "metadata": {},
   "outputs": [],
   "source": [
    "path = r\"C:\\Users\\lucas\\OneDrive\\Documents\\TI\\DataScience\\Projects\\Titanic\\titanic_preprocessed.csv\"\n",
    "df = pd.read_csv(path, sep =',')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "4e99d477",
   "metadata": {},
   "outputs": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Survived</th>\n",
       "      <th>Pclass</th>\n",
       "      <th>Age</th>\n",
       "      <th>SibSp</th>\n",
       "      <th>Parch</th>\n",
       "      <th>Fare</th>\n",
       "      <th>Sex</th>\n",
       "      <th>Embarked</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
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       "      <td>7.2500</td>\n",
       "      <td>male</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
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       "      <td>71.2833</td>\n",
       "      <td>female</td>\n",
       "      <td>C</td>\n",
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       "      <td>0.0</td>\n",
       "      <td>7.9250</td>\n",
       "      <td>female</td>\n",
       "      <td>S</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
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       "      <td>53.1000</td>\n",
       "      <td>female</td>\n",
       "      <td>S</td>\n",
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       "      <th>4</th>\n",
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       "      <td>35.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>8.0500</td>\n",
       "      <td>male</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
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       "      <th>...</th>\n",
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       "      <td>27.0</td>\n",
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       "      <td>0.0</td>\n",
       "      <td>13.0000</td>\n",
       "      <td>male</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>887</th>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>19.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>30.0000</td>\n",
       "      <td>female</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>888</th>\n",
       "      <td>0.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>20.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>23.4500</td>\n",
       "      <td>female</td>\n",
       "      <td>S</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>889</th>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>26.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>30.0000</td>\n",
       "      <td>male</td>\n",
       "      <td>C</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>890</th>\n",
       "      <td>0.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>32.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>7.7500</td>\n",
       "      <td>male</td>\n",
       "      <td>Q</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
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       "<p>891 rows × 8 columns</p>\n",
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      "text/plain": [
       "     Survived  Pclass   Age  SibSp  Parch     Fare     Sex Embarked\n",
       "0         0.0     3.0  22.0    1.0    0.0   7.2500    male        S\n",
       "1         1.0     1.0  38.0    1.0    0.0  71.2833  female        C\n",
       "2         1.0     3.0  26.0    0.0    0.0   7.9250  female        S\n",
       "3         1.0     1.0  35.0    1.0    0.0  53.1000  female        S\n",
       "4         0.0     3.0  35.0    0.0    0.0   8.0500    male        S\n",
       "..        ...     ...   ...    ...    ...      ...     ...      ...\n",
       "886       0.0     2.0  27.0    0.0    0.0  13.0000    male        S\n",
       "887       1.0     1.0  19.0    0.0    0.0  30.0000  female        S\n",
       "888       0.0     3.0  20.0    1.0    2.0  23.4500  female        S\n",
       "889       1.0     1.0  26.0    0.0    0.0  30.0000    male        C\n",
       "890       0.0     3.0  32.0    0.0    0.0   7.7500    male        Q\n",
       "\n",
       "[891 rows x 8 columns]"
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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(df)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dba89ba4",
   "metadata": {},
   "source": [
    "> - Embarked indicates the city in which they boarded.  \n",
    "> It is not needed for the M.L. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "e4634ede",
   "metadata": {},
   "outputs": [],
   "source": [
    "df.drop('Embarked', axis=1, inplace=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3c77cc7b",
   "metadata": {},
   "source": [
    "> Sex must be converted to numeric variable"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "afe13dba",
   "metadata": {},
   "source": [
    "## Using One Hot Encoder"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b612978a",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_cat = df[['Sex']]\n",
    "from sklearn.preprocessing import OneHotEncoder\n",
    "onehotencoder = OneHotEncoder()\n",
    "df_cat = onehotencoder.fit_transform(df_cat).toarray()\n",
    "\n",
    "df_cat = pd.DataFrame(df_cat)\n",
    "\n",
    "df = pd.concat([df, df_cat], axis = 1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "9046a7b5",
   "metadata": {},
   "outputs": [],
   "source": [
    "df.drop('Sex', axis=1, inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "f0e3a311",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_names = ['Survived', 'Pclass', 'Age', 'SibSp', 'Parch', 'Fare', 'Female', 'Male']\n",
    "df.columns = df_names"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "53266e50",
   "metadata": {},
   "outputs": [
    {
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       "      <td>0.0</td>\n",
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       "      <td>1.0</td>\n",
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       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>30.0000</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.0</td>\n",
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       "      <th>888</th>\n",
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       "      <td>3.0</td>\n",
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       "      <td>1.0</td>\n",
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       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
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       "      <td>0.0</td>\n",
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       "      <td>30.0000</td>\n",
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       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
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      "text/plain": [
       "     Survived  Pclass   Age  SibSp  Parch     Fare  Female  Male\n",
       "0         0.0     3.0  22.0    1.0    0.0   7.2500     0.0   1.0\n",
       "1         1.0     1.0  38.0    1.0    0.0  71.2833     1.0   0.0\n",
       "2         1.0     3.0  26.0    0.0    0.0   7.9250     1.0   0.0\n",
       "3         1.0     1.0  35.0    1.0    0.0  53.1000     1.0   0.0\n",
       "4         0.0     3.0  35.0    0.0    0.0   8.0500     0.0   1.0\n",
       "..        ...     ...   ...    ...    ...      ...     ...   ...\n",
       "886       0.0     2.0  27.0    0.0    0.0  13.0000     0.0   1.0\n",
       "887       1.0     1.0  19.0    0.0    0.0  30.0000     1.0   0.0\n",
       "888       0.0     3.0  20.0    1.0    2.0  23.4500     1.0   0.0\n",
       "889       1.0     1.0  26.0    0.0    0.0  30.0000     0.0   1.0\n",
       "890       0.0     3.0  32.0    0.0    0.0   7.7500     0.0   1.0\n",
       "\n",
       "[891 rows x 8 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1f5ad7a",
   "metadata": {},
   "source": [
    "# Are ther any collinearity?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "5419afe2",
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1080x1080 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "correlations = df.corr()\n",
    "f, ax = plt.subplots(figsize=(15,15))\n",
    "sns.heatmap(correlations, cmap = \"YlOrRd\", linewidths=0.1, annot = True);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "834a5f6e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Male       -0.543351\n",
       "Pclass     -0.338481\n",
       "Age        -0.126637\n",
       "SibSp      -0.035322\n",
       "Parch       0.081629\n",
       "Fare        0.257307\n",
       "Female      0.543351\n",
       "Survived    1.000000\n",
       "Name: Survived, dtype: float64"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "correlations = df.corr()['Survived'].sort_values()\n",
    "correlations"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "a60b11f5",
   "metadata": {},
   "outputs": [],
   "source": [
    "df.drop('Parch', axis=1, inplace=True) # Different results are obtained when deciding whether or not to eliminate this variable."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "42978891",
   "metadata": {},
   "outputs": [],
   "source": [
    "df.drop('SibSp', axis=1, inplace=True) # Different results are obtained when deciding whether or not to eliminate this variable."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "db7abf54",
   "metadata": {},
   "outputs": [],
   "source": [
    "# df.drop('Fare', axis=1, inplace=True) # Different results are obtained when deciding whether or not to eliminate this variable."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c6ab0ca4",
   "metadata": {},
   "source": [
    "> **Ther are no strong collinearity**"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d22c70a2",
   "metadata": {},
   "source": [
    "# Balancing the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "5e25fe1f",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.0    549\n",
       "1.0    342\n",
       "Name: Survived, dtype: int64"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df['Survived'].value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "232a88af",
   "metadata": {},
   "source": [
    "## SMOTE"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "3c365854",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.0    549\n",
       "1.0    549\n",
       "Name: Survived, dtype: int64"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "y = df['Survived']\n",
    "X = df.drop('Survived', axis=1)\n",
    "\n",
    "from imblearn.over_sampling import SMOTE\n",
    "smote = SMOTE(sampling_strategy='minority') # not majority\n",
    "X_sm, y_sm = smote.fit_resample(X,y)\n",
    "y_sm.value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "13597019",
   "metadata": {},
   "source": [
    "# Separating Training and Testing variables"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "4298c83c",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.preprocessing import MinMaxScaler\n",
    "scaler = MinMaxScaler()\n",
    "X = scaler.fit_transform(X_sm)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "d5a50f76",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.model_selection import train_test_split\n",
    "X_train, X_test, y_train, y_test = train_test_split(X_sm, y_sm, test_size = 0.3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "af227f18",
   "metadata": {},
   "source": [
    "# Logistic Regression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "66e144e5",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.linear_model import LogisticRegression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "a5df6a11",
   "metadata": {},
   "outputs": [],
   "source": [
    "%%capture\n",
    "logistic = LogisticRegression()\n",
    "logistic.fit(X_train, y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "8a93a1bc",
   "metadata": {},
   "outputs": [],
   "source": [
    "y_pred = logistic.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "aca7cfe8",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.metrics import accuracy_score"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "e789c9a9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.8303030303030303"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "accuracy_score(y_test, y_pred)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "57d33fec",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.metrics import confusion_matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "ef587b69",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cm = confusion_matrix(y_test, y_pred)\n",
    "sns.heatmap(cm, annot=True,  xticklabels = [\"Survived\", \"did not\"], yticklabels = [\"Survived\", \"did not\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "4fcec655",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.metrics import precision_score, recall_score, f1_score, classification_report"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "2bde0916",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.8597560975609756"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "precision_score(y_test, y_pred)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "30a06cbb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.8103448275862069"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "recall_score(y_test, y_pred)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "92403b91",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.830203241574479"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "f1_score(y_test, y_pred, average='macro')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "86e70c8a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "         0.0       0.80      0.85      0.83       156\n",
      "         1.0       0.86      0.81      0.83       174\n",
      "\n",
      "    accuracy                           0.83       330\n",
      "   macro avg       0.83      0.83      0.83       330\n",
      "weighted avg       0.83      0.83      0.83       330\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(classification_report(y_test, y_pred))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "157bada9",
   "metadata": {},
   "source": [
    "# Decision Tree"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "id": "b5bce512",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.tree import DecisionTreeClassifier\n",
    "from sklearn import tree\n",
    "clf = DecisionTreeClassifier(criterion = 'gini', random_state=0, splitter = 'best', max_depth = 10, max_leaf_nodes = None, ccp_alpha=0.015)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "id": "46e12dc1",
   "metadata": {},
   "outputs": [],
   "source": [
    "clf = clf.fit(X_train, y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "id": "206ebf0c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 2520x1584 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=[35,22])\n",
    "tree = tree.plot_tree(clf, filled = True, rounded = True, class_names = [\"did not\", \"Survived\"], feature_names = df.columns)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "id": "3cf72a3e",
   "metadata": {},
   "outputs": [],
   "source": [
    "path = clf.cost_complexity_pruning_path(X_train, y_train) # determine value for alpha\n",
    "ccp_alphas = path.ccp_alphas # extract diferent values for alpha\n",
    "ccp_alphas = ccp_alphas[:-1] # exclude the maximum value for alpha\n",
    "\n",
    "clf_dts = []\n",
    "for ccp_alpha in ccp_alphas:\n",
    "    clf = DecisionTreeClassifier(criterion = 'gini', random_state=0, splitter = 'best', max_depth = 10, max_leaf_nodes = None, ccp_alpha = ccp_alpha)\n",
    "    clf.fit(X_train, y_train)\n",
    "    clf_dts.append(clf)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "id": "92a13bde",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "train_scores = [clf.score(X_train, y_train) for clf in clf_dts]\n",
    "test_scores = [clf.score(X_test, y_test) for clf in clf_dts]\n",
    "\n",
    "fig, ax = plt.subplots(figsize=[15,10]) \n",
    "ax.set_xlabel(\"alpha\")\n",
    "ax.set_ylabel(\"accuracy\")\n",
    "ax.set_title(\"Accuracy vs Alpha for training and testing sets\")\n",
    "ax.plot(ccp_alphas, train_scores, marker = 'o', label = \"train\", drawstyle = \"steps-post\")\n",
    "ax.plot(ccp_alphas, test_scores, marker = 'o', label = \"test\", drawstyle = \"steps-post\")\n",
    "ax.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5c43029f",
   "metadata": {},
   "source": [
    "> This Decision Tree was generated to support Random Forest  \n",
    "> Parameter settings"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2040327a",
   "metadata": {},
   "source": [
    "## Random Forest"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "id": "cc9d915c",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.ensemble import RandomForestClassifier"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 99,
   "id": "2c4d5634",
   "metadata": {},
   "outputs": [],
   "source": [
    "%%capture\n",
    "forest = RandomForestClassifier(n_estimators = 250, criterion = 'gini', random_state=0, max_depth = 10, max_leaf_nodes = None, ccp_alpha=0.015) # padrão = 100 arvores\n",
    "forest.fit(X_train, y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "id": "930fa51a",
   "metadata": {},
   "outputs": [],
   "source": [
    "y_pred = forest.predict(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 101,
   "id": "853c8586",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.7575757575757576"
      ]
     },
     "execution_count": 101,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "accuracy_score(y_test, y_pred)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 102,
   "id": "7393f0c9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#https://scikit-learn.org/stable/modules/generated/sklearn.metrics.confusion_matrix.html#:~:text=sklearn.metrics.confusion_matrix%28y_true%2C%20y_pred%2C%20%2A%2C%20labels%3DNone%2C%20sample_weight%3DNone%2C%20normalize%3DNone%29%20%5Bsource%5D%20%C2%B6,i%20and%20predicted%20to%20be%20in%20group%20j.\n",
    "# sklearn.metrics.confusion_matrix(y_true, y_pred, *, labels=None, sample_weight=None, normalize=None)\n",
    "\n",
    "from sklearn.metrics import plot_confusion_matrix\n",
    "cm = confusion_matrix(y_pred, y_test)\n",
    "sns.heatmap(cm, annot=True, xticklabels = [\"Survived\", \"did not\"], yticklabels = [\"Survived\", \"did not\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "id": "b501fade",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "         0.0       0.74      0.78      0.76       163\n",
      "         1.0       0.77      0.74      0.75       167\n",
      "\n",
      "    accuracy                           0.76       330\n",
      "   macro avg       0.76      0.76      0.76       330\n",
      "weighted avg       0.76      0.76      0.76       330\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(classification_report(y_test, y_pred))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "747f3a04",
   "metadata": {},
   "source": [
    "# Support Vector Machine"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 104,
   "id": "ebeda0dd",
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.svm import SVC\n",
    "model = SVC(C=10, kernel='rbf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 105,
   "id": "dfddb5c8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "SVC(C=10)"
      ]
     },
     "execution_count": 105,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.fit(X_train, y_train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 106,
   "id": "efb04996",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.7878787878787878"
      ]
     },
     "execution_count": 106,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "model.score(X_test, y_test)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bbd52698",
   "metadata": {},
   "source": [
    "# Transforming Data to Better Perform on Neural Network"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 107,
   "id": "cd4c1261",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(15, 7))\n",
    "plt.boxplot(df, showmeans= True, labels=df.columns.values, meanline=True, vert = True)\n",
    "plt.xticks(rotation=90)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 108,
   "id": "6eb3e23c",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_standardized = df.copy() # Creating a DF to be trasformed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 109,
   "id": "7cbefd80",
   "metadata": {},
   "outputs": [],
   "source": [
    "lista_atributos = df.columns.values\n",
    "\n",
    "for atributo in lista_atributos:\n",
    "    lista_val = []\n",
    "    maximo = np.max(abs(df_standardized[atributo]))\n",
    "    for valor in df_standardized[atributo]:\n",
    "        lista_val.append(valor / maximo)\n",
    "    \n",
    "    df_standardized[atributo] = lista_val\n",
    "    pd.DataFrame(df_standardized)  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 110,
   "id": "906ef71c",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(15, 7))\n",
    "plt.boxplot(df_standardized, showmeans= True, labels=df.columns.values, meanline=True, vert = True)\n",
    "plt.xticks(rotation=90)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "id": "8a882eb6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.0    549\n",
       "1.0    342\n",
       "Name: Survived, dtype: int64"
      ]
     },
     "execution_count": 111,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_standardized['Survived'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 112,
   "id": "9f399646",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.0    549\n",
       "1.0    549\n",
       "Name: Survived, dtype: int64"
      ]
     },
     "execution_count": 112,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#SMOTE\n",
    "y = df_standardized['Survived']\n",
    "X = df_standardized.drop('Survived', axis=1)\n",
    "\n",
    "smote = SMOTE(sampling_strategy='minority') # not majority\n",
    "X_sm, y_sm = smote.fit_resample(X,y)\n",
    "y_sm.value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 113,
   "id": "e0b68bd0",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Separating Test Train\n",
    "scaler = MinMaxScaler()\n",
    "X = scaler.fit_transform(X_sm)\n",
    "\n",
    "X_train, X_test, y_train, y_test = train_test_split(X_sm, y_sm, test_size = 0.3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3cfb7d3d",
   "metadata": {},
   "source": [
    "## Artificial Neural Network"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "id": "90f228f2",
   "metadata": {},
   "outputs": [],
   "source": [
    "import tensorflow as tf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "id": "28cc08e2",
   "metadata": {},
   "outputs": [],
   "source": [
    "rede_neural = tf.keras.models.Sequential()\n",
    "rede_neural.add(tf.keras.layers.Dense(units = 5, activation='relu', input_shape=(5,)))\n",
    "rede_neural.add(tf.keras.layers.Dense(units = 5, activation = 'relu'))\n",
    "rede_neural.add(tf.keras.layers.Dense(units = 5, activation = 'relu'))\n",
    "rede_neural.add(tf.keras.layers.Dense(units = 1, activation = 'sigmoid'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "id": "f32f9fc3",
   "metadata": {},
   "outputs": [],
   "source": [
    "# https://www.tensorflow.org/api_docs/python/tf/keras/optimizers\n",
    "rede_neural.compile(optimizer='Adam', loss='binary_crossentropy', metrics = ['accuracy'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "id": "5b407f6b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Model: \"sequential_3\"\n",
      "_________________________________________________________________\n",
      " Layer (type)                Output Shape              Param #   \n",
      "=================================================================\n",
      " dense_12 (Dense)            (None, 5)                 30        \n",
      "                                                                 \n",
      " dense_13 (Dense)            (None, 5)                 30        \n",
      "                                                                 \n",
      " dense_14 (Dense)            (None, 5)                 30        \n",
      "                                                                 \n",
      " dense_15 (Dense)            (None, 1)                 6         \n",
      "                                                                 \n",
      "=================================================================\n",
      "Total params: 96\n",
      "Trainable params: 96\n",
      "Non-trainable params: 0\n",
      "_________________________________________________________________\n"
     ]
    }
   ],
   "source": [
    "rede_neural.summary()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 118,
   "id": "bec53da1",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/200\n",
      "24/24 [==============================] - 0s 832us/step - loss: 0.6895 - accuracy: 0.5352\n",
      "Epoch 2/200\n",
      "24/24 [==============================] - 0s 821us/step - loss: 0.6841 - accuracy: 0.6315\n",
      "Epoch 3/200\n",
      "24/24 [==============================] - 0s 798us/step - loss: 0.6771 - accuracy: 0.6940\n",
      "Epoch 4/200\n",
      "24/24 [==============================] - 0s 709us/step - loss: 0.6686 - accuracy: 0.7083\n",
      "Epoch 5/200\n",
      "24/24 [==============================] - 0s 990us/step - loss: 0.6580 - accuracy: 0.7148\n",
      "Epoch 6/200\n",
      "24/24 [==============================] - 0s 868us/step - loss: 0.6466 - accuracy: 0.7305\n",
      "Epoch 7/200\n",
      "24/24 [==============================] - 0s 900us/step - loss: 0.6359 - accuracy: 0.7604\n",
      "Epoch 8/200\n",
      "24/24 [==============================] - 0s 821us/step - loss: 0.6269 - accuracy: 0.7617\n",
      "Epoch 9/200\n",
      "24/24 [==============================] - 0s 1ms/step - loss: 0.6198 - accuracy: 0.7617\n",
      "Epoch 10/200\n",
      "24/24 [==============================] - 0s 808us/step - loss: 0.6141 - accuracy: 0.7617\n",
      "Epoch 11/200\n",
      "24/24 [==============================] - 0s 870us/step - loss: 0.6097 - accuracy: 0.7617\n",
      "Epoch 12/200\n",
      "24/24 [==============================] - 0s 869us/step - loss: 0.6062 - accuracy: 0.7617\n",
      "Epoch 13/200\n",
      "24/24 [==============================] - 0s 836us/step - loss: 0.6023 - accuracy: 0.7617\n",
      "Epoch 14/200\n",
      "24/24 [==============================] - 0s 813us/step - loss: 0.5992 - accuracy: 0.7617\n",
      "Epoch 15/200\n",
      "24/24 [==============================] - 0s 776us/step - loss: 0.5960 - accuracy: 0.7617\n",
      "Epoch 16/200\n",
      "24/24 [==============================] - 0s 727us/step - loss: 0.5929 - accuracy: 0.7617\n",
      "Epoch 17/200\n",
      "24/24 [==============================] - 0s 218us/step - loss: 0.5900 - accuracy: 0.7617\n",
      "Epoch 18/200\n",
      "24/24 [==============================] - 0s 1ms/step - loss: 0.5876 - accuracy: 0.7617\n",
      "Epoch 19/200\n",
      "24/24 [==============================] - 0s 756us/step - loss: 0.5841 - accuracy: 0.7617\n",
      "Epoch 20/200\n",
      "24/24 [==============================] - 0s 730us/step - loss: 0.5814 - accuracy: 0.7617\n",
      "Epoch 21/200\n",
      "24/24 [==============================] - 0s 801us/step - loss: 0.5796 - accuracy: 0.7617\n",
      "Epoch 22/200\n",
      "24/24 [==============================] - 0s 755us/step - loss: 0.5764 - accuracy: 0.7617\n",
      "Epoch 23/200\n",
      "24/24 [==============================] - 0s 812us/step - loss: 0.5741 - accuracy: 0.7617\n",
      "Epoch 24/200\n",
      "24/24 [==============================] - 0s 756us/step - loss: 0.5721 - accuracy: 0.7617\n",
      "Epoch 25/200\n",
      "24/24 [==============================] - 0s 837us/step - loss: 0.5703 - accuracy: 0.7617\n",
      "Epoch 26/200\n",
      "24/24 [==============================] - 0s 691us/step - loss: 0.5680 - accuracy: 0.7617\n",
      "Epoch 27/200\n",
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      "24/24 [==============================] - 0s 879us/step - loss: 0.5035 - accuracy: 0.7839\n",
      "Epoch 199/200\n",
      "24/24 [==============================] - 0s 918us/step - loss: 0.5041 - accuracy: 0.7812\n",
      "Epoch 200/200\n",
      "24/24 [==============================] - 0s 806us/step - loss: 0.5048 - accuracy: 0.7826\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<keras.callbacks.History at 0x2321ffc9d90>"
      ]
     },
     "execution_count": 118,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "rede_neural.fit(X_train, y_train, epochs=200)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 119,
   "id": "d6a84129",
   "metadata": {},
   "outputs": [],
   "source": [
    "y_pred = rede_neural.predict(X_test)\n",
    "y_pred = (y_pred >= 0.4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 120,
   "id": "170e4fff",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cm = confusion_matrix(y_test, y_pred)\n",
    "sns.heatmap(cm, annot=True, xticklabels = [\"Survived\", \"did not\"], yticklabels = [\"Survived\", \"did not\"])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "id": "8c24dbe5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "         0.0       0.76      0.79      0.77       163\n",
      "         1.0       0.78      0.75      0.77       167\n",
      "\n",
      "    accuracy                           0.77       330\n",
      "   macro avg       0.77      0.77      0.77       330\n",
      "weighted avg       0.77      0.77      0.77       330\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(classification_report(y_test, y_pred))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0a91f827",
   "metadata": {},
   "source": [
    "> Four methods of Machine Learning were explored and one of Neural Networks.  \n",
    "> Of all of them, the one that presented the best accuracy was Randon Forest with 82% accuracy."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "aef764e4",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
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