{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Aprendizaje Supervisado\n",
    "\n",
    "- Vecinos mas cercanos.\n",
    "- Regularizacion: Lasso, Ridge.  \n",
    "- Arboles de decision\n",
    "- SVM\n",
    "- Redes Neuronales"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Vecinos más cercanos\n",
    "Importamos las librerías necesarias y los datos"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "#%matplotlib notebook\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "from sklearn.model_selection import train_test_split\n",
    "\n",
    "\n",
    "fruits = pd.read_table('Data/fruit_data_with_colors.txt')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "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>fruit_label</th>\n",
       "      <th>fruit_name</th>\n",
       "      <th>fruit_subtype</th>\n",
       "      <th>mass</th>\n",
       "      <th>width</th>\n",
       "      <th>height</th>\n",
       "      <th>color_score</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>apple</td>\n",
       "      <td>granny_smith</td>\n",
       "      <td>192</td>\n",
       "      <td>8.4</td>\n",
       "      <td>7.3</td>\n",
       "      <td>0.55</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>apple</td>\n",
       "      <td>granny_smith</td>\n",
       "      <td>180</td>\n",
       "      <td>8.0</td>\n",
       "      <td>6.8</td>\n",
       "      <td>0.59</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1</td>\n",
       "      <td>apple</td>\n",
       "      <td>granny_smith</td>\n",
       "      <td>176</td>\n",
       "      <td>7.4</td>\n",
       "      <td>7.2</td>\n",
       "      <td>0.60</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2</td>\n",
       "      <td>mandarin</td>\n",
       "      <td>mandarin</td>\n",
       "      <td>86</td>\n",
       "      <td>6.2</td>\n",
       "      <td>4.7</td>\n",
       "      <td>0.80</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2</td>\n",
       "      <td>mandarin</td>\n",
       "      <td>mandarin</td>\n",
       "      <td>84</td>\n",
       "      <td>6.0</td>\n",
       "      <td>4.6</td>\n",
       "      <td>0.79</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   fruit_label fruit_name fruit_subtype  mass  width  height  color_score\n",
       "0            1      apple  granny_smith   192    8.4     7.3         0.55\n",
       "1            1      apple  granny_smith   180    8.0     6.8         0.59\n",
       "2            1      apple  granny_smith   176    7.4     7.2         0.60\n",
       "3            2   mandarin      mandarin    86    6.2     4.7         0.80\n",
       "4            2   mandarin      mandarin    84    6.0     4.6         0.79"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fruits.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{1: 'apple', 2: 'mandarin', 3: 'orange', 4: 'lemon'}"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# creamos una correspondencia entre la etiqueta y el nombre de la fruta por facilidad de lectura\n",
    "lookup_fruit_name = dict(zip(fruits.fruit_label.unique(), fruits.fruit_name.unique()))   \n",
    "lookup_fruit_name"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "El archivo contiene la masa, la altura y el ancho de una selección de naranjas, limones y manzanas. Las alturas se midieron a lo largo del corazón de la fruta."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Revisando los datos"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x900 with 16 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# grafico de una matriz scatter\n",
    "from matplotlib import cm\n",
    "\n",
    "X = fruits[['height', 'width', 'mass', 'color_score']]\n",
    "y = fruits['fruit_label']\n",
    "X_train, X_test, y_train, y_test = train_test_split(X, y, random_state=0)\n",
    "\n",
    "scatter = pd.plotting.scatter_matrix(X_train, c= y_train, marker = 'o', s=40, hist_kwds={'bins':15}, figsize=(9,9))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# grafico de 3D scatter plot\n",
    "from mpl_toolkits.mplot3d import Axes3D\n",
    "\n",
    "fig = plt.figure()\n",
    "ax = fig.add_subplot(111, projection = '3d')\n",
    "ax.scatter(X_train['width'], X_train['height'], X_train['color_score'], c = y_train, marker = 'o', s=100)\n",
    "ax.set_xlabel('Ancho')\n",
    "ax.set_ylabel('Alto')\n",
    "ax.set_zlabel('color_score')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Creamos los conjuntos de entrenamiento y prueba"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Para este ejemplo, usamos las características de masa, ancho y alto de cada instancia de fruta.\n",
    "X = fruits[['mass', 'width', 'height']]\n",
    "y = fruits['fruit_label']\n",
    "\n",
    "# default es 75% / 25% train-test split\n",
    "X_train, X_test, y_train, y_test = train_test_split(X, y, random_state=0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Creamos el objeto clasificador"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.neighbors import KNeighborsClassifier\n",
    "\n",
    "knn = KNeighborsClassifier(n_neighbors = 5)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Entrenamos el clasificador (ajustamos el modelo) en los datos de entrenamiento"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style>#sk-container-id-1 {color: black;background-color: white;}#sk-container-id-1 pre{padding: 0;}#sk-container-id-1 div.sk-toggleable {background-color: white;}#sk-container-id-1 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-1 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-1 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-1 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-1 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-1 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-1 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-1 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-1 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-1 div.sk-item {position: relative;z-index: 1;}#sk-container-id-1 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-1 div.sk-item::before, #sk-container-id-1 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-1 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-1 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-1 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-1 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-1 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-1 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-1 div.sk-label-container {text-align: center;}#sk-container-id-1 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https://github.com/scikit-learn/scikit-learn/issues/21755 */display: inline-block !important;position: relative;}#sk-container-id-1 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>KNeighborsClassifier()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">KNeighborsClassifier</label><div class=\"sk-toggleable__content\"><pre>KNeighborsClassifier()</pre></div></div></div></div></div>"
      ],
      "text/plain": [
       "KNeighborsClassifier()"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "knn.fit(X_train, y_train)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Estimamos la precisión del clasificador usando los datos de prueba"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.5333333333333333"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "knn.score(X_test,y_test)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Usar el clasificador para predecir datos no observados"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[2]\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/victormorales/opt/anaconda3/lib/python3.9/site-packages/sklearn/base.py:439: UserWarning: X does not have valid feature names, but KNeighborsClassifier was fitted with feature names\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "'mandarin'"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# primer ejemplo: una fruta pequeña con una masa de 20 g, ancho 4,3 cm, altura 5,5 cm\n",
    "fruit_prediction = knn.predict([[20,4.3,5.5]])\n",
    "print(fruit_prediction)\n",
    "lookup_fruit_name[fruit_prediction[0]]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Graficamos las fronteras de decisión de KNN"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from shared_utilities import plot_fruit_knn\n",
    "\n",
    "plot_fruit_knn(X_train, y_train, 5, 'uniform')   # elegimos 5 vecinos mas cercanos"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### ¿Cuán sensible es la precisión de la clasificación K-NN a la elección de K?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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DD+vQoUPq1auXRowYoTfffFM33XSTd5ucnBytXr1aCxYs0MKFCzVkyBBVVVUpMzOz08cHAAC6L0vnSeqqmCcJAIDuJ2TmSQIAAOjKCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmCEkAAAAmIqwuAED30NJq6KMDx9Vw8rQG9HEoIzFa4WE2q8sCgA5DSALwozbucavkjb1yN572tsU5HVo0KVkTUuIsrAwAOg632wCc18Y9bj3w0qc+AUmS6htP64GXPtXGPW6LKgOAjkVIAtCmllZDJW/slWHy2dm2kjf2qqXVbAsA6N4ISQDa9NGB435XkH7IkORuPK2PDhzvvKIAoJMQkgC0qeFk2wEpkO0AoDshJAFo04A+jqBuBwDdCSEJQJsyEqMV53SorR/623TmV24ZidGdWRYAdApCEoA2hYfZtGhSsiT5BaWz64smJTNfEoCQREgCcF4TUuJUfneqYp2+t9RinQ6V353KPEkAQlZAk0lu3bpV119/fZBLAdBVTUiJ043Jscy4DaBHCSgkTZgwQVdccYXuueceTZ8+XfHx8cGuC0AXEx5mU/aQy60uAwA6TUC32w4fPqw5c+Zo7dq1SkxM1Pjx4/Wf//mfam5uDnZ9AAAAlggoJEVHR+uhhx7Sp59+qk8++URDhw7VzJkzFRcXp4ceeki7d+8Odp0AAACd6qIf3L7mmms0d+5czZw5U99++62ef/55paWlacyYMfriiy+CUSMAAECnCzgkff/993r11Vd10003KSEhQW+//baeffZZHTlyRAcOHFB8fLx+8YtfBLNWAACAThPQg9uzZ89WZWWlJOnuu+/WY489ppSUFO/nvXv31tKlS3XllVcGpUgAAIDOFlBI2rt3r5555hndfvvtioyMNN1m4MCB2rJly0UVBwAAYBWbYRiG1UV0NR6PR06nU42NjYqKirK6HAAA0A7BPn8H9ExSaWmpnn/+eb/2559/XsuWLbugvsrKypSYmCiHw6G0tDRVV1e3a7/3339fERERuuaaa3zaV65cKZvN5recPs1bygEAQPsFFJKee+45DRs2zK99xIgR+sMf/tDufqqqqlRUVKT58+erpqZGY8aM0cSJE1VXV3fe/RobGzVt2jSNGzfO9POoqCi53W6fxeHgLeUAAKD9AgpJ9fX1iovzf19T//795Xa7293Pk08+qXvvvVf33Xefhg8frqeeekrx8fEqLy8/734zZszQXXfdpezsbNPPbTabYmNjfZbzaWpqksfj8VkAAEDPFlBIio+P1/vvv+/X/v7772vgwIHt6qO5uVm7du1SXl6eT3teXp527NjR5n4vvPCCvv76ay1atKjNbU6dOqWEhAQNGjRIt9xyi2pqas5bS2lpqZxOp3fhNSsAACCgX7fdd999Kioq0vfff68bbrhBkvTuu+/qN7/5jX7961+3q4+jR4+qpaVFMTExPu0xMTGqr6833Wf//v2aO3euqqurFRFhXvqwYcO0cuVKjRw5Uh6PR08//bRyc3O1e/duJSUlme4zb948FRcXe9c9Hg9BCQCAHi6gkPSb3/xGx48f14MPPuh9X5vD4dBvf/tbzZs374L6stl83yJuGIZfmyS1tLTorrvuUklJia666qo2+8vKylJWVpZ3PTc3V6mpqXrmmWe0fPly033sdrvsdvsF1Q0AAEJbQCHJZrNp2bJlWrhwob788kv16tVLSUlJFxQ0+vXrp/DwcL+rRg0NDX5XlyTp5MmT+uSTT1RTU6NZs2ZJklpbW2UYhiIiIrRp0ybvVa0fCgsL0+jRo7V///4LHCUAAOjJAgpJZ1122WUaPXp0QPtGRkYqLS1NLpdLt956q7fd5XJp8uTJfttHRUXp888/92krKyvT5s2b9eqrryoxMdH0OIZhqLa2ViNHjgyoTgAA0DMFHJI+/vhjvfLKK6qrq/Pecjtr7dq17eqjuLhYBQUFSk9PV3Z2tioqKlRXV6fCwkJJZ54VOnTokFatWqWwsDCfV59I0oABA+RwOHzaS0pKlJWVpaSkJHk8Hi1fvly1tbVasWJFoEMFAAA9UEAhafXq1Zo2bZry8vLkcrmUl5en/fv3q76+3ueq0I/Jz8/XsWPHtGTJErndbqWkpGjDhg1KSEiQJLnd7h+dM+lcJ06c0P3336/6+no5nU6NGjVK27ZtU0ZGxgX1AwAAeraAXkty9dVXa8aMGZo5c6b69Omj3bt3KzExUTNmzFBcXJxKSko6otZOw2tJAADofrrEa0m+/vpr3XzzzZLO/DLs22+/lc1m069+9StVVFRcdFEAAABWCygkRUdH6+TJk5KkK664Qnv27JF05lbXd999F7zqAAAALBLQM0ljxoyRy+XSyJEjNXXqVM2ZM0ebN2+Wy+Vq831qAAAA3UlAIenZZ5/V6dOnJZ35Bdoll1yi7du367bbbtPChQuDWiAAAIAVLvjB7b/+9a96+eWXNX78+B99cWx3xYPbAAB0P5Y/uB0REaEHHnhATU1NF31wAACAriqgB7czMzNVU1MT7FoAAAC6jICeSXrwwQf161//Wn/+85+Vlpam3r17+3x+9dVXB6U4AAAAqwQ0mWRYmP8FKJvNJsMwZLPZ1NLSEpTirMIzSQAAdD/BPn8HdCXpwIEDF31gAACAriygkHT23WoAAAChKqCQtGrVqvN+Pm3atICKAQAA6CoCeiapb9++Puvff/+9vvvuO0VGRurSSy/V8ePHg1agFXgmCQCA7sfyeZIk6S9/+YvPcurUKe3bt0/XXnutKisrL7ooAAAAqwUUkswkJSVp6dKlmjNnTrC6BAAAsEzQQpIkhYeH6/Dhw8HsEgAAwBIBPbj9+uuv+6wbhiG3261nn31Wubm5QSkMAADASgGFpClTpvis22w29e/fXzfccIOeeOKJYNQFAABgqYBCUmtra7DrAAAA6FKC+kwSAABAqAgoJP393/+9li5d6tf+r//6r/rFL35x0UUBAABYLaCQ9N577+nmm2/2a58wYYK2bdt20UUBAABYLaCQdOrUKUVGRvq1X3LJJfJ4PBddFAAAgNUCCkkpKSmqqqrya1+9erWSk5MvuigAAACrBfTrtoULF+r222/X119/rRtuuEGS9O6776qyslKvvPJKUAsEAACwQkAh6e/+7u/02muv6dFHH9Wrr76qXr166eqrr9Y777yj6667Ltg1AgAAdDqbYRiG1UV0NcF+izAAAOh4wT5/B/RM0scff6wPP/zQr/3DDz/UJ598ctFFAQAAWC2gkDRz5kwdPHjQr/3QoUOaOXPmRRcFAABgtYBC0t69e5WamurXPmrUKO3du/eiiwIAALBaQCHJbrfryJEjfu1ut1sREQE9Cw4AANClBBSSbrzxRs2bN0+NjY3ethMnTuh3v/udbrzxxqAVBwAAYJWALvs88cQTGjt2rBISEjRq1ChJUm1trWJiYvTiiy8GtUAAAAArBBSSrrjiCn322Wd6+eWXtXv3bvXq1Uv33HOP7rzzTl1yySXBrhEAAKDTBfwAUe/evXXttddq8ODBam5uliS99dZbks5MNgkAANCdBRSSvvnmG9166636/PPPZbPZZBiGbDab9/OWlpagFQgAAGCFgB7cnjNnjhITE3XkyBFdeuml2rNnj9577z2lp6dr69atQS4RAACg8wV0JWnnzp3avHmz+vfvr7CwMIWHh+vaa69VaWmpHnroIdXU1AS7TgAAgE4V0JWklpYWXXbZZZKkfv366fDhw5KkhIQE7du3L3jVAQAAWCSgkJSSkqLPPvtMkpSZmanHHntM77//vpYsWaK/+Zu/uaC+ysrKlJiYKIfDobS0NFVXV7drv/fff18RERG65ppr/D5bs2aNkpOTZbfblZycrHXr1l1QTQAAAAGFpAULFqi1tVWS9Mgjj+h///d/NWbMGG3YsEHLly9vdz9VVVUqKirS/PnzVVNTozFjxmjixImqq6s7736NjY2aNm2axo0b5/fZzp07lZ+fr4KCAu3evVsFBQWaOnWq6Qt5AQAA2mIzDMMIRkfHjx9X3759fX7l9mMyMzOVmpqq8vJyb9vw4cM1ZcoUlZaWtrnfHXfcoaSkJIWHh+u1115TbW2t97P8/Hx5PB7vdASSNGHCBPXt21eVlZXtqsvj8cjpdKqxsVFRUVHtHg8AALBOsM/fAV1JMhMdHX1BAam5uVm7du1SXl6eT3teXp527NjR5n4vvPCCvv76ay1atMj08507d/r1OX78+PP22dTUJI/H47MAAICeLWgh6UIdPXpULS0tiomJ8WmPiYlRfX296T779+/X3Llz9fLLL7f5It36+voL6lOSSktL5XQ6vUt8fPwFjgYAAIQay0LSWedefTp3YsqzWlpadNddd6mkpERXXXVVUPo86+zLes8uBw8evIARAACAUBTwa0kuVr9+/RQeHu53haehocHvSpAknTx5Up988olqamo0a9YsSVJra6sMw1BERIQ2bdqkG264QbGxse3u8yy73S673R6EUQEAgFBh2ZWkyMhIpaWlyeVy+bS7XC7l5OT4bR8VFaXPP/9ctbW13qWwsFBDhw5VbW2tMjMzJUnZ2dl+fW7atMm0TwAAgLZYdiVJkoqLi1VQUKD09HRlZ2eroqJCdXV1KiwslHTmNtihQ4e0atUqhYWFKSUlxWf/AQMGyOFw+LTPmTNHY8eO1bJlyzR58mStX79e77zzjrZv396pYwMAAN2bpSEpPz9fx44d05IlS+R2u5WSkqINGzYoISFBkuR2u390zqRz5eTkaPXq1VqwYIEWLlyoIUOGqKqqynulCQAAoD2CNk9SKGGeJAAAup8uO08SAABAKCEkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmLA8JJWVlSkxMVEOh0NpaWmqrq5uc9vt27crNzdXl19+uXr16qVhw4bp97//vc82K1eulM1m81tOnz7d0UMBAAAhJMLKg1dVVamoqEhlZWXKzc3Vc889p4kTJ2rv3r0aPHiw3/a9e/fWrFmzdPXVV6t3797avn27ZsyYod69e+v+++/3bhcVFaV9+/b57OtwODp8PAAAIHTYDMMwrDp4ZmamUlNTVV5e7m0bPny4pkyZotLS0nb1cdttt6l379568cUXJZ25klRUVKQTJ04EXJfH45HT6VRjY6OioqIC7gcAAHSeYJ+/Lbvd1tzcrF27dikvL8+nPS8vTzt27GhXHzU1NdqxY4euu+46n/ZTp04pISFBgwYN0i233KKamprz9tPU1CSPx+OzAACAns2ykHT06FG1tLQoJibGpz0mJkb19fXn3XfQoEGy2+1KT0/XzJkzdd9993k/GzZsmFauXKnXX39dlZWVcjgcys3N1f79+9vsr7S0VE6n07vEx8df3OAAAEC3Z+kzSZJks9l81g3D8Gs7V3V1tU6dOqUPPvhAc+fO1U9/+lPdeeedkqSsrCxlZWV5t83NzVVqaqqeeeYZLV++3LS/efPmqbi42Lvu8XgISgAA9HCWhaR+/fopPDzc76pRQ0OD39WlcyUmJkqSRo4cqSNHjmjx4sXekHSusLAwjR49+rxXkux2u+x2+wWOAAAAhDLLbrdFRkYqLS1NLpfLp93lciknJ6fd/RiGoaampvN+Xltbq7i4uIBrBQAAPY+lt9uKi4tVUFCg9PR0ZWdnq6KiQnV1dSosLJR05jbYoUOHtGrVKknSihUrNHjwYA0bNkzSmXmTHn/8cc2ePdvbZ0lJibKyspSUlCSPx6Ply5ertrZWK1as6PwBAgCAbsvSkJSfn69jx45pyZIlcrvdSklJ0YYNG5SQkCBJcrvdqqur827f2tqqefPm6cCBA4qIiNCQIUO0dOlSzZgxw7vNiRMndP/996u+vl5Op1OjRo3Stm3blJGR0enjAwAA3Zel8yR1VcyTBABA9xMy8yQBAAB0ZYQkAAAAE4QkAAAAE4QkAAAAE4QkAAAAE5a/lgQAOktLq6GPDhxXw8nTGtDHoYzEaIWHnf81SD31GB0tFMaA0EdIAtAjbNzjVskbe+VuPO1ti3M6tGhSsiakBGdG/lA5RkcLhTGgZ2CeJBPMkwSElo173HrgpU917v/Znb1uUX536kWfnEPlGB0tFMaArot5kgDgArS0Gip5Y6/fSVmSt63kjb1qaQ38vxdD5RgdLRTGgJ6FkAQgpH104LjPbZ1zGZLcjaf10YHjPf4YHS0UxoCehZAEIKQ1nGz7pBzIdqF8jI4WCmNAz0JIAhDSBvRxBHW7UD5GRwuFMaBnISQBCGkZidGKczrU1o/LbTrzy6qMxOgef4yOFgpjQM9CSAIQ0sLDbFo0KVmS/E7OZ9cXTUq+qDl6QuUYHS0UxoCehZAEIORNSIlT+d2pinX63saJdTqC9pPzUDlGRwuFMaDnYJ4kE8yTBISmUJkNOxRmqw6FMaDrCfb5m5BkgpAEAED3w2SSAAAAnYCQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYIKQBAAAYMLykFRWVqbExEQ5HA6lpaWpurq6zW23b9+u3NxcXX755erVq5eGDRum3//+937brVmzRsnJybLb7UpOTta6des6cggAACAEWRqSqqqqVFRUpPnz56umpkZjxozRxIkTVVdXZ7p97969NWvWLG3btk1ffvmlFixYoAULFqiiosK7zc6dO5Wfn6+CggLt3r1bBQUFmjp1qj788MPOGhYAAAgBNsMwDKsOnpmZqdTUVJWXl3vbhg8frilTpqi0tLRdfdx2223q3bu3XnzxRUlSfn6+PB6P3nrrLe82EyZMUN++fVVZWWnaR1NTk5qamrzrHo9H8fHxamxsVFRUVCBDAwAAnczj8cjpdAbt/G3ZlaTm5mbt2rVLeXl5Pu15eXnasWNHu/qoqanRjh07dN1113nbdu7c6dfn+PHjz9tnaWmpnE6nd4mPj7+AkQAAgFBkWUg6evSoWlpaFBMT49MeExOj+vr68+47aNAg2e12paena+bMmbrvvvu8n9XX119wn/PmzVNjY6N3OXjwYAAjAgAAoSTC6gJsNpvPumEYfm3nqq6u1qlTp/TBBx9o7ty5+ulPf6o777wz4D7tdrvsdnsA1QMAgFBlWUjq16+fwsPD/a7wNDQ0+F0JOldiYqIkaeTIkTpy5IgWL17sDUmxsbEB9QkAAPBDlt1ui4yMVFpamlwul0+7y+VSTk5Ou/sxDMPnoevs7Gy/Pjdt2nRBfQIAAFh6u624uFgFBQVKT09Xdna2KioqVFdXp8LCQklnnhU6dOiQVq1aJUlasWKFBg8erGHDhkk6M2/S448/rtmzZ3v7nDNnjsaOHatly5Zp8uTJWr9+vd555x1t37698wcIAAC6LUtDUn5+vo4dO6YlS5bI7XYrJSVFGzZsUEJCgiTJ7Xb7zJnU2tqqefPm6cCBA4qIiNCQIUO0dOlSzZgxw7tNTk6OVq9erQULFmjhwoUaMmSIqqqqlJmZ2enjAwAA3Zel8yR1VcGeZwEAAHS8kJknCQAAoCsjJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJggJAEAAJiIsLoAAEDX09Jq6KMDx9Vw8rQG9HEoIzFa4WE2q8u6IJ0xBo7RNfrvKIQkAICPjXvcKnljr9yNp71tcU6HFk1K1oSUOAsra7/OGAPH6Br9dySbYRiG1UV0NR6PR06nU42NjYqKirK6HADoNBv3uPXAS5/q3BPD2f/mL787tcuf2DpjDByja/R/rmCfv3kmCQAg6cwtkZI39vqd0CR520re2KuW1q7739adMQaO0TX67wyEJACAJOmjA8d9bomcy5Dkbjytjw4c77yiLlBnjIFjdI3+OwMhCQAgSWo42fYJLZDtrNAZY+AYXaP/zkBIAgBIkgb0cQR1Oyt0xhg4RtfovzMQkgAAkqSMxGjFOR1q64fZNp35VVJGYnRnlnVBOmMMHKNr9N8ZCEkAAElSeJhNiyYlS5Lfie3s+qJJyV16fpvOGAPH6Br9dwZCEgDAa0JKnMrvTlWs0/cWSKzT0S1+/i91zhg4Rtfov6MxT5IJ5kkC0NN11xmSfygUZqoOlWN01v+egn3+JiSZICQBAND9MJkkAABAJyAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmCAkAQAAmLA8JJWVlSkxMVEOh0NpaWmqrq5uc9u1a9fqxhtvVP/+/RUVFaXs7Gy9/fbbPtusXLlSNpvNbzl9uuu+QA8AAHQ9loakqqoqFRUVaf78+aqpqdGYMWM0ceJE1dXVmW6/bds23XjjjdqwYYN27dqln//855o0aZJqamp8touKipLb7fZZHI6u+wI9AADQ9Vg6mWRmZqZSU1NVXl7ubRs+fLimTJmi0tLSdvUxYsQI5efn65//+Z8lnbmSVFRUpBMnTgRcF5NJAgDQ/QT7/B0RhJoC0tzcrF27dmnu3Lk+7Xl5edqxY0e7+mhtbdXJkycVHe37BuFTp04pISFBLS0tuuaaa/Qv//IvGjVqVJv9NDU1qampybve2Ngo6cy/bAAA0D2cPW8H6/qPZSHp6NGjamlpUUxMjE97TEyM6uvr29XHE088oW+//VZTp071tg0bNkwrV67UyJEj5fF49PTTTys3N1e7d+9WUlKSaT+lpaUqKSnxa4+Pj7+AEQEAgK7g2LFjcjqdF92PZSHpLJvN9wV3hmH4tZmprKzU4sWLtX79eg0YMMDbnpWVpaysLO96bm6uUlNT9cwzz2j58uWmfc2bN0/FxcXe9RMnTighIUF1dXVB+ZeMrs3j8Sg+Pl4HDx7k9moPwN+7Z+Hv3bM0NjZq8ODBfneYAmVZSOrXr5/Cw8P9rho1NDT4XV06V1VVle6991698sor+tu//dvzbhsWFqbRo0dr//79bW5jt9tlt9v92p1OJ1+qHiQqKoq/dw/C37tn4e/ds4SFBed3aZb9ui0yMlJpaWlyuVw+7S6XSzk5OW3uV1lZqV/+8pf605/+pJtvvvlHj2MYhmpraxUXF3fRNQMAgJ7D0tttxcXFKigoUHp6urKzs1VRUaG6ujoVFhZKOnMb7NChQ1q1apWkMwFp2rRpevrpp5WVleW9CtWrVy/vbbGSkhJlZWUpKSlJHo9Hy5cvV21trVasWGHNIAEAQLdkaUjKz8/XsWPHtGTJErndbqWkpGjDhg1KSEiQJLndbp85k5577jn99a9/1cyZMzVz5kxv+/Tp07Vy5UpJZ54nuv/++1VfXy+n06lRo0Zp27ZtysjIaHdddrtdixYtMr0Fh9DD37tn4e/ds/D37lmC/fe2dJ4kAACArsry15IAAAB0RYQkAAAAE4QkAAAAE4QkAAAAE4QkE2VlZUpMTJTD4VBaWpqqq6utLgkdYPHixbLZbD5LbGys1WUhSLZt26ZJkyZp4MCBstlseu2113w+NwxDixcv1sCBA9WrVy9df/31+uKLL6wpFhftx/7ev/zlL/2+7z98OwO6j9LSUo0ePVp9+vTRgAEDNGXKFO3bt89nm2B9vwlJ56iqqlJRUZHmz5+vmpoajRkzRhMnTvSZigChY8SIEXK73d7l888/t7okBMm3336rn/3sZ3r22WdNP3/sscf05JNP6tlnn9XHH3+s2NhY3XjjjTp58mQnV4pg+LG/tyRNmDDB5/u+YcOGTqwQwfLee+9p5syZ+uCDD+RyufTXv/5VeXl5+vbbb73bBO37bcBHRkaGUVhY6NM2bNgwY+7cuRZVhI6yaNEi42c/+5nVZaATSDLWrVvnXW9tbTViY2ONpUuXettOnz5tOJ1O4w9/+IMFFSKYzv17G4ZhTJ8+3Zg8ebIl9aBjNTQ0GJKM9957zzCM4H6/uZL0A83Nzdq1a5fy8vJ82vPy8rRjxw6LqkJH2r9/vwYOHKjExETdcccd+uabb6wuCZ3gwIEDqq+v9/mu2+12XXfddXzXQ9jWrVs1YMAAXXXVVfrHf/xHNTQ0WF0SgqCxsVGSvC+1Deb3m5D0A0ePHlVLS4vfC3ZjYmL8XsSL7i8zM1OrVq3S22+/rT/+8Y+qr69XTk6Ojh07ZnVp6GBnv89813uOiRMn6uWXX9bmzZv1xBNP6OOPP9YNN9ygpqYmq0vDRTAMQ8XFxbr22muVkpIiKbjfb0tfS9JV2Ww2n3XDMPza0P1NnDjR+88jR45Udna2hgwZov/4j/9QcXGxhZWhs/Bd7zny8/O9/5ySkqL09HQlJCTozTff1G233WZhZbgYs2bN0meffabt27f7fRaM7zdXkn6gX79+Cg8P90uaDQ0NfokUoad3794aOXKk9u/fb3Up6GBnf8XId73niouLU0JCAt/3bmz27Nl6/fXXtWXLFg0aNMjbHszvNyHpByIjI5WWliaXy+XT7nK5lJOTY1FV6CxNTU368ssvFRcXZ3Up6GCJiYmKjY31+a43Nzfrvffe47veQxw7dkwHDx7k+94NGYahWbNmae3atdq8ebMSExN9Pg/m95vbbecoLi5WQUGB0tPTlZ2drYqKCtXV1amwsNDq0hBkDz/8sCZNmqTBgweroaFBjzzyiDwej6ZPn251aQiCU6dO6b//+7+96wcOHFBtba2io6M1ePBgFRUV6dFHH1VSUpKSkpL06KOP6tJLL9Vdd91lYdUI1Pn+3tHR0Vq8eLFuv/12xcXF6X/+53/0u9/9Tv369dOtt95qYdUIxMyZM/WnP/1J69evV58+fbxXjJxOp3r16iWbzRa873ewfoIXSlasWGEkJCQYkZGRRmpqqvdnhQgt+fn5RlxcnHHJJZcYAwcONG677Tbjiy++sLosBMmWLVsMSX7L9OnTDcM48zPhRYsWGbGxsYbdbjfGjh1rfP7559YWjYCd7+/93XffGXl5eUb//v2NSy65xBg8eLAxffp0o66uzuqyEQCzv7Mk44UXXvBuE6zvt+3/HxAAAAA/wDNJAAAAJghJAAAAJghJAAAAJghJAAAAJghJAAAAJghJAAAAJghJAAAAJghJAAAAJghJAHqE66+/XkVFRVaXAaAbISQBAACYICQBAACYICQB6JE2btwop9OpVatWWV0KgC6KkASgx1m9erWmTp2qVatWadq0aVaXA6CLIiQB6FHKyspUWFio9evXa/LkyVaXA6ALi7C6AADoLGvWrNGRI0e0fft2ZWRkWF0OgC6OK0kAeoxrrrlG/fv31wsvvCDDMKwuB0AXR0gC0GMMGTJEW7Zs0fr16zV79myrywHQxXG7DUCPctVVV2nLli26/vrrFRERoaeeesrqkgB0UYQkAD3O0KFDtXnzZl1//fUKDw/XE088YXVJALogm8GNeQAAAD88kwQAAGCCkAQAAGCCkAQAAGCCkAQAAGCCkAQAAGCCkAQAAGCCkAQAAGCCkAQAAGCCkAQAAGCCkAQAAGCCkAQAAGDi/wEEoFujCsD9cAAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "k_range = range(1,20)\n",
    "scores = []\n",
    "\n",
    "for k in k_range:\n",
    "    knn = KNeighborsClassifier(n_neighbors = k)\n",
    "    knn.fit(X_train, y_train)\n",
    "    scores.append(knn.score(X_test, y_test))\n",
    "\n",
    "plt.figure()\n",
    "plt.xlabel('k')\n",
    "plt.ylabel('accuracy')\n",
    "plt.scatter(k_range, scores)\n",
    "plt.xticks([0,5,10,15,20]); "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### ¿Cuán sensible es la precisión de la clasificación K-NN a la elección de la proporción de la partición?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "t = [0.8, 0.7, 0.6, 0.5, 0.4, 0.3, 0.2]\n",
    "\n",
    "knn = KNeighborsClassifier(n_neighbors = 5)\n",
    "\n",
    "plt.figure()\n",
    "\n",
    "for s in t:\n",
    "\n",
    "    scores = []\n",
    "    for i in range(1,1000):\n",
    "        X_train, X_test, y_train, y_test = train_test_split(X, y, test_size = 1-s)\n",
    "        knn.fit(X_train, y_train)\n",
    "        scores.append(knn.score(X_test, y_test))\n",
    "    plt.plot(s, np.mean(scores), 'bo')\n",
    "\n",
    "plt.xlabel('Training set proportion (%)')\n",
    "plt.ylabel('accuracy');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Modelos lineales para regresión"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Regresión lineal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# creamos un conjunto de datos para regresion\n",
    "from sklearn.datasets import make_regression\n",
    "plt.figure()\n",
    "plt.title('Sample regression problem with one input variable')\n",
    "X_R1, y_R1 = make_regression(n_samples = 100, n_features=1,\n",
    "                            n_informative=1, bias = 150.0,\n",
    "                            noise = 30, random_state=0)\n",
    "plt.scatter(X_R1, y_R1, marker= 'o', s=50)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "linear model coeff (w): [45.70870465]\n",
      "linear model intercept (b): 148.446\n",
      "R-squared score (training): 0.679\n",
      "R-squared score (test): 0.492\n"
     ]
    }
   ],
   "source": [
    "from sklearn.linear_model import LinearRegression\n",
    "\n",
    "X_train, X_test, y_train, y_test = train_test_split(X_R1, y_R1,\n",
    "                                                   random_state = 0)\n",
    "linreg = LinearRegression().fit(X_train, y_train)\n",
    "\n",
    "print('linear model coeff (w): {}'\n",
    "     .format(linreg.coef_))\n",
    "print('linear model intercept (b): {:.3f}'\n",
    "     .format(linreg.intercept_))\n",
    "print('R-squared score (training): {:.3f}'\n",
    "     .format(linreg.score(X_train, y_train)))\n",
    "print('R-squared score (test): {:.3f}'\n",
    "     .format(linreg.score(X_test, y_test)))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Regresion lineal: un gráfico"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5,4))\n",
    "plt.scatter(X_R1, y_R1, marker= 'o', s=50, alpha=0.8)\n",
    "plt.plot(X_R1, linreg.coef_ * X_R1 + linreg.intercept_, 'r-')\n",
    "plt.title('Least-squares linear regression')\n",
    "plt.xlabel('Feature value (x)')\n",
    "plt.ylabel('Target value (y)')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Si tienes problemas con la instalación de *graphviz*, visita https://pygraphviz.github.io/documentation/stable/install.html"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Crime dataset\n",
      "linear model intercept: -1728.1306725953114\n",
      "linear model coeff:\n",
      "[ 1.61892346e-03 -9.43009110e+01  1.36067510e+01 -3.13380670e+01\n",
      " -8.15482723e-02 -1.69455128e+01 -2.42730375e-03  1.53013232e+00\n",
      " -1.39193248e-02 -7.72112833e+00  2.28112354e+01 -5.65708295e+00\n",
      "  9.34751364e+00  2.06969566e-01 -7.43413626e+00  9.65856476e-03\n",
      "  4.38030290e-03  4.79754625e-03 -4.46469212e+00 -1.60907140e+01\n",
      "  8.82778012e+00 -5.06734503e-01 -1.42198055e+00  8.17551991e+00\n",
      " -3.87048268e+00 -3.54209213e+00  4.48758304e+00  9.30645715e+00\n",
      "  1.73644996e+02  1.18220766e+01  1.51120836e+02 -3.29613007e+02\n",
      " -1.35343395e+02  6.95380108e-01 -2.38369008e+01  2.77038981e+00\n",
      "  3.82248925e-01  4.38813358e+00 -1.06410851e+01 -4.92294176e-03\n",
      "  4.14031827e+01 -1.16206866e-03  1.18568968e+00  1.75418465e+00\n",
      " -3.68283678e+00  1.59679443e+00 -8.42180230e+00 -3.79703897e+01\n",
      "  4.74076990e+01 -2.50768374e+01 -2.88246410e-01 -3.65633234e+01\n",
      "  1.89516080e+01 -4.53336736e+01  6.82698598e+02  1.04478671e+02\n",
      " -3.28575414e+02 -3.14364068e+01  2.74053494e+01  5.12336432e+00\n",
      "  6.91580764e+01  1.98267157e-02 -6.12133638e-01  2.65335065e+01\n",
      "  1.00704633e+01 -1.58621594e+00  2.24025322e+00  7.38288450e+00\n",
      " -3.13915504e+01 -9.78026040e-05  5.01970944e-05 -3.48042555e-04\n",
      " -2.50242794e-04 -5.26610456e-01 -5.16564774e-01 -4.10464090e-01\n",
      "  1.16146366e-01  1.46167357e+00 -3.04019816e-01  2.43792841e+00\n",
      " -3.65615457e+01  1.41488917e-01  2.88800603e-01  1.77464865e+01\n",
      "  5.96587698e-01  1.98257510e+00 -1.36380442e-01 -1.85303461e+00]\n",
      "R-squared score (training): 0.673\n",
      "R-squared score (test): 0.496\n"
     ]
    }
   ],
   "source": [
    "from shared_utilities import load_crime_dataset\n",
    "# Comunidades y dataset de crimen\n",
    "(X_crime, y_crime) = load_crime_dataset()\n",
    "\n",
    "X_train, X_test, y_train, y_test = train_test_split(X_crime, y_crime,\n",
    "                                                   random_state = 0)\n",
    "linreg = LinearRegression().fit(X_train, y_train)\n",
    "\n",
    "print('Crime dataset')\n",
    "print('linear model intercept: {}'\n",
    "     .format(linreg.intercept_))\n",
    "print('linear model coeff:\\n{}'\n",
    "     .format(linreg.coef_))\n",
    "print('R-squared score (training): {:.3f}'\n",
    "     .format(linreg.score(X_train, y_train)))\n",
    "print('R-squared score (test): {:.3f}'\n",
    "     .format(linreg.score(X_test, y_test)))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Regresión Ridge"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Crime dataset\n",
      "ridge regression linear model intercept: -3352.4230358461637\n",
      "ridge regression linear model coeff:\n",
      "[ 1.95091438e-03  2.19322667e+01  9.56286607e+00 -3.59178973e+01\n",
      "  6.36465325e+00 -1.96885471e+01 -2.80715856e-03  1.66254486e+00\n",
      " -6.61426604e-03 -6.95450680e+00  1.71944731e+01 -5.62819154e+00\n",
      "  8.83525114e+00  6.79085746e-01 -7.33614221e+00  6.70389803e-03\n",
      "  9.78505502e-04  5.01202169e-03 -4.89870524e+00 -1.79270062e+01\n",
      "  9.17572382e+00 -1.24454193e+00  1.21845360e+00  1.03233089e+01\n",
      " -3.78037278e+00 -3.73428973e+00  4.74595305e+00  8.42696855e+00\n",
      "  3.09250005e+01  1.18644167e+01 -2.05183675e+00 -3.82210450e+01\n",
      "  1.85081589e+01  1.52510829e+00 -2.20086608e+01  2.46283912e+00\n",
      "  3.29328703e-01  4.02228467e+00 -1.12903533e+01 -4.69567413e-03\n",
      "  4.27046505e+01 -1.22507167e-03  1.40795790e+00  9.35041855e-01\n",
      " -3.00464253e+00  1.12390514e+00 -1.82487653e+01 -1.54653407e+01\n",
      "  2.41917002e+01 -1.32497562e+01 -4.20113118e-01 -3.59710660e+01\n",
      "  1.29786751e+01 -2.80765995e+01  4.38513476e+01  3.86590044e+01\n",
      " -6.46024046e+01 -1.63714023e+01  2.90397330e+01  4.15472907e+00\n",
      "  5.34033563e+01  1.98773191e-02 -5.47413979e-01  1.23883518e+01\n",
      "  1.03526583e+01 -1.57238894e+00  3.15887097e+00  8.77757987e+00\n",
      " -2.94724962e+01 -2.32601756e-04  3.13528914e-04 -4.14022055e-04\n",
      " -1.79457415e-04 -5.74054527e-01 -5.17742507e-01 -4.20670931e-01\n",
      "  1.53383594e-01  1.32725423e+00  3.84863158e+00  3.03024594e+00\n",
      " -3.77692644e+01  1.37933464e-01  3.07676522e-01  1.57128807e+01\n",
      "  3.31418306e-01  3.35994414e+00  1.61265911e-01 -2.67619878e+00]\n",
      "R-squared score (training): 0.671\n",
      "R-squared score (test): 0.494\n",
      "Number of non-zero features: 88\n"
     ]
    }
   ],
   "source": [
    "from sklearn.linear_model import Ridge\n",
    "X_train, X_test, y_train, y_test = train_test_split(X_crime, y_crime,\n",
    "                                                   random_state = 0)\n",
    "\n",
    "linridge = Ridge(alpha=20.0).fit(X_train, y_train)\n",
    "\n",
    "print('Crime dataset')\n",
    "print('ridge regression linear model intercept: {}'\n",
    "     .format(linridge.intercept_))\n",
    "print('ridge regression linear model coeff:\\n{}'\n",
    "     .format(linridge.coef_))\n",
    "print('R-squared score (training): {:.3f}'\n",
    "     .format(linridge.score(X_train, y_train)))\n",
    "print('R-squared score (test): {:.3f}'\n",
    "     .format(linridge.score(X_test, y_test)))\n",
    "print('Number of non-zero features: {}'\n",
    "     .format(np.sum(linridge.coef_ != 0)))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Regresión Ridge con variables normalizadas"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Crime dataset\n",
      "ridge regression linear model intercept: 933.3906385044168\n",
      "ridge regression linear model coeff:\n",
      "[  88.68827454   16.48947987  -50.30285445  -82.90507574  -65.89507244\n",
      "   -2.27674244   87.74108514  150.94862182   18.8802613   -31.05554992\n",
      "  -43.13536109 -189.44266328   -4.52658099  107.97866804  -76.53358414\n",
      "    2.86032762   34.95230077   90.13523036   52.46428263  -62.10898424\n",
      "  115.01780357    2.66942023    6.94331369   -5.66646499 -101.55269144\n",
      "  -36.9087526    -8.7053343    29.11999068  171.25963057   99.36919476\n",
      "   75.06611841  123.63522539   95.24316483 -330.61044265 -442.30179004\n",
      " -284.49744001 -258.37150609   17.66431072 -101.70717151  110.64762887\n",
      "  523.13611718   24.8208959     4.86533322  -30.46775619   -3.51753937\n",
      "   50.57947231   10.84840601   18.27680946   44.11189865   58.33588176\n",
      "   67.08698975  -57.93524659  116.1446052    53.81163718   49.01607711\n",
      "   -7.62262031   55.14288543  -52.08878272  123.39291017   77.12562171\n",
      "   45.49795317  184.91229771  -91.35721203    1.07975971  234.09267451\n",
      "   10.3887921    94.7171829   167.91856631  -25.14025088   -1.18242839\n",
      "   14.60362467   36.77122659   53.19878339  -78.86365997   -5.89858411\n",
      "   26.04790298  115.1534917    68.74143311   68.28588166   16.5260514\n",
      "  -97.90513652  205.20448474   75.97304123   61.3791085   -79.83157049\n",
      "   67.26700741   95.67094538  -11.88380569]\n",
      "R-squared score (training): 0.615\n",
      "R-squared score (test): 0.599\n",
      "Number of non-zero features: 88\n"
     ]
    }
   ],
   "source": [
    "from sklearn.preprocessing import MinMaxScaler\n",
    "scaler = MinMaxScaler()\n",
    "\n",
    "from sklearn.linear_model import Ridge\n",
    "X_train, X_test, y_train, y_test = train_test_split(X_crime, y_crime,\n",
    "                                                   random_state = 0)\n",
    "\n",
    "X_train_scaled = scaler.fit_transform(X_train)\n",
    "X_test_scaled = scaler.transform(X_test)\n",
    "\n",
    "linridge = Ridge(alpha=20.0).fit(X_train_scaled, y_train)\n",
    "\n",
    "print('Crime dataset')\n",
    "print('ridge regression linear model intercept: {}'\n",
    "     .format(linridge.intercept_))\n",
    "print('ridge regression linear model coeff:\\n{}'\n",
    "     .format(linridge.coef_))\n",
    "print('R-squared score (training): {:.3f}'\n",
    "     .format(linridge.score(X_train_scaled, y_train)))\n",
    "print('R-squared score (test): {:.3f}'\n",
    "     .format(linridge.score(X_test_scaled, y_test)))\n",
    "print('Number of non-zero features: {}'\n",
    "     .format(np.sum(linridge.coef_ != 0)))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Regresión Ridge con parámetro de regularización alpha"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Ridge regression: effect of alpha regularization parameter\n",
      "\n",
      "Alpha = 0.00\n",
      "num abs(coeff) > 1.0: 88, r-squared training: 0.67, r-squared test: 0.49\n",
      "\n",
      "Alpha = 1.00\n",
      "num abs(coeff) > 1.0: 87, r-squared training: 0.66, r-squared test: 0.56\n",
      "\n",
      "Alpha = 10.00\n",
      "num abs(coeff) > 1.0: 87, r-squared training: 0.63, r-squared test: 0.59\n",
      "\n",
      "Alpha = 20.00\n",
      "num abs(coeff) > 1.0: 88, r-squared training: 0.61, r-squared test: 0.60\n",
      "\n",
      "Alpha = 50.00\n",
      "num abs(coeff) > 1.0: 86, r-squared training: 0.58, r-squared test: 0.58\n",
      "\n",
      "Alpha = 100.00\n",
      "num abs(coeff) > 1.0: 87, r-squared training: 0.55, r-squared test: 0.55\n",
      "\n",
      "Alpha = 1000.00\n",
      "num abs(coeff) > 1.0: 84, r-squared training: 0.31, r-squared test: 0.30\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print('Ridge regression: effect of alpha regularization parameter\\n')\n",
    "for this_alpha in [0, 1, 10, 20, 50, 100, 1000]:\n",
    "    linridge = Ridge(alpha = this_alpha).fit(X_train_scaled, y_train)\n",
    "    r2_train = linridge.score(X_train_scaled, y_train)\n",
    "    r2_test = linridge.score(X_test_scaled, y_test)\n",
    "    num_coeff_bigger = np.sum(abs(linridge.coef_) > 1.0)\n",
    "    print('Alpha = {:.2f}\\nnum abs(coeff) > 1.0: {}, \\\n",
    "r-squared training: {:.2f}, r-squared test: {:.2f}\\n'\n",
    "         .format(this_alpha, num_coeff_bigger, r2_train, r2_test))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Regresión Lasso"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Crime dataset\n",
      "lasso regression linear model intercept: 1186.612061998579\n",
      "lasso regression linear model coeff:\n",
      "[    0.             0.            -0.          -168.18346054\n",
      "    -0.            -0.             0.           119.6938194\n",
      "     0.            -0.             0.          -169.67564456\n",
      "    -0.             0.            -0.             0.\n",
      "     0.             0.            -0.            -0.\n",
      "     0.            -0.             0.             0.\n",
      "   -57.52991966    -0.            -0.             0.\n",
      "   259.32889226    -0.             0.             0.\n",
      "     0.            -0.         -1188.7396867     -0.\n",
      "    -0.            -0.          -231.42347299     0.\n",
      "  1488.36512229     0.            -0.            -0.\n",
      "    -0.             0.             0.             0.\n",
      "     0.             0.            -0.             0.\n",
      "    20.14419415     0.             0.             0.\n",
      "     0.             0.           339.04468804     0.\n",
      "     0.           459.53799903    -0.             0.\n",
      "   122.69221826    -0.            91.41202242     0.\n",
      "    -0.             0.             0.            73.14365856\n",
      "     0.            -0.             0.             0.\n",
      "    86.35600042     0.             0.             0.\n",
      "  -104.57143405   264.93206555     0.            23.4488645\n",
      "   -49.39355188     0.             5.19775369     0.        ]\n",
      "Non-zero features: 20\n",
      "R-squared score (training): 0.631\n",
      "R-squared score (test): 0.624\n",
      "\n",
      "Features with non-zero weight (sorted by absolute magnitude):\n",
      "\tPctKidsBornNeverMar, 1488.365\n",
      "\tPctKids2Par, -1188.740\n",
      "\tHousVacant, 459.538\n",
      "\tPctPersDenseHous, 339.045\n",
      "\tNumInShelters, 264.932\n",
      "\tMalePctDivorce, 259.329\n",
      "\tPctWorkMom, -231.423\n",
      "\tpctWInvInc, -169.676\n",
      "\tagePct12t29, -168.183\n",
      "\tPctVacantBoarded, 122.692\n",
      "\tpctUrban, 119.694\n",
      "\tMedOwnCostPctIncNoMtg, -104.571\n",
      "\tMedYrHousBuilt, 91.412\n",
      "\tRentQrange, 86.356\n",
      "\tOwnOccHiQuart, 73.144\n",
      "\tPctEmplManu, -57.530\n",
      "\tPctBornSameState, -49.394\n",
      "\tPctForeignBorn, 23.449\n",
      "\tPctLargHouseFam, 20.144\n",
      "\tPctSameCity85, 5.198\n"
     ]
    }
   ],
   "source": [
    "from sklearn.linear_model import Lasso\n",
    "from sklearn.preprocessing import MinMaxScaler\n",
    "scaler = MinMaxScaler()\n",
    "\n",
    "X_train, X_test, y_train, y_test = train_test_split(X_crime, y_crime,\n",
    "                                                   random_state = 0)\n",
    "\n",
    "X_train_scaled = scaler.fit_transform(X_train)\n",
    "X_test_scaled = scaler.transform(X_test)\n",
    "\n",
    "linlasso = Lasso(alpha=2.0, max_iter = 10000).fit(X_train_scaled, y_train)\n",
    "\n",
    "print('Crime dataset')\n",
    "print('lasso regression linear model intercept: {}'\n",
    "     .format(linlasso.intercept_))\n",
    "print('lasso regression linear model coeff:\\n{}'\n",
    "     .format(linlasso.coef_))\n",
    "print('Non-zero features: {}'\n",
    "     .format(np.sum(linlasso.coef_ != 0)))\n",
    "print('R-squared score (training): {:.3f}'\n",
    "     .format(linlasso.score(X_train_scaled, y_train)))\n",
    "print('R-squared score (test): {:.3f}\\n'\n",
    "     .format(linlasso.score(X_test_scaled, y_test)))\n",
    "print('Features with non-zero weight (sorted by absolute magnitude):')\n",
    "\n",
    "for e in sorted (list(zip(list(X_crime), linlasso.coef_)),\n",
    "                key = lambda e: -abs(e[1])):\n",
    "    if e[1] != 0:\n",
    "        print('\\t{}, {:.3f}'.format(e[0], e[1]))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Regresión Lasso con parámetro de regularización alpha"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Lasso regression: effect of alpha regularization\n",
      "parameter on number of features kept in final model\n",
      "\n",
      "Alpha = 0.50\n",
      "Features kept: 35, r-squared training: 0.65, r-squared test: 0.58\n",
      "\n",
      "Alpha = 1.00\n",
      "Features kept: 25, r-squared training: 0.64, r-squared test: 0.60\n",
      "\n",
      "Alpha = 2.00\n",
      "Features kept: 20, r-squared training: 0.63, r-squared test: 0.62\n",
      "\n",
      "Alpha = 3.00\n",
      "Features kept: 17, r-squared training: 0.62, r-squared test: 0.63\n",
      "\n",
      "Alpha = 5.00\n",
      "Features kept: 12, r-squared training: 0.60, r-squared test: 0.61\n",
      "\n",
      "Alpha = 10.00\n",
      "Features kept: 6, r-squared training: 0.57, r-squared test: 0.58\n",
      "\n",
      "Alpha = 20.00\n",
      "Features kept: 2, r-squared training: 0.51, r-squared test: 0.50\n",
      "\n",
      "Alpha = 50.00\n",
      "Features kept: 1, r-squared training: 0.31, r-squared test: 0.30\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print('Lasso regression: effect of alpha regularization\\n\\\n",
    "parameter on number of features kept in final model\\n')\n",
    "\n",
    "for alpha in [0.5, 1, 2, 3, 5, 10, 20, 50]:\n",
    "    linlasso = Lasso(alpha, max_iter = 10000).fit(X_train_scaled, y_train)\n",
    "    r2_train = linlasso.score(X_train_scaled, y_train)\n",
    "    r2_test = linlasso.score(X_test_scaled, y_test)\n",
    "    \n",
    "    print('Alpha = {:.2f}\\nFeatures kept: {}, r-squared training: {:.2f}, \\\n",
    "r-squared test: {:.2f}\\n'\n",
    "         .format(alpha, np.sum(linlasso.coef_ != 0), r2_train, r2_test))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Árboles de decisión "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Accuracy of Decision Tree classifier on training set: 1.00\n",
      "Accuracy of Decision Tree classifier on test set: 0.97\n"
     ]
    }
   ],
   "source": [
    "from sklearn.datasets import load_iris\n",
    "from sklearn.tree import DecisionTreeClassifier\n",
    "from shared_utilities import plot_decision_tree\n",
    "from sklearn.model_selection import train_test_split\n",
    "\n",
    "\n",
    "iris = load_iris()\n",
    "\n",
    "X_train, X_test, y_train, y_test = train_test_split(iris.data, iris.target, random_state = 3)\n",
    "clf = DecisionTreeClassifier().fit(X_train, y_train)\n",
    "\n",
    "print('Accuracy of Decision Tree classifier on training set: {:.2f}'\n",
    "     .format(clf.score(X_train, y_train)))\n",
    "print('Accuracy of Decision Tree classifier on test set: {:.2f}'\n",
    "     .format(clf.score(X_test, y_test)))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Establecer la profundidad máxima del árbol de decisión para ayudar a evitar el sobreajuste"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Accuracy of Decision Tree classifier on training set: 0.98\n",
      "Accuracy of Decision Tree classifier on test set: 0.97\n"
     ]
    }
   ],
   "source": [
    "clf2 = DecisionTreeClassifier(max_depth = 3).fit(X_train, y_train)\n",
    "\n",
    "print('Accuracy of Decision Tree classifier on training set: {:.2f}'\n",
    "     .format(clf2.score(X_train, y_train)))\n",
    "print('Accuracy of Decision Tree classifier on test set: {:.2f}'\n",
    "     .format(clf2.score(X_test, y_test)))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Visualizando árboles de decisión"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
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    "### Versión Pre-pruned (max_depth = 3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
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     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_decision_tree(clf2, iris.feature_names, iris.target_names)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Feature importance"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 800x320 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Feature importances: [0.         0.03128242 0.06251049 0.90620709]\n"
     ]
    }
   ],
   "source": [
    "from shared_utilities import plot_feature_importances\n",
    "\n",
    "plt.figure(figsize=(10,4), dpi=80)\n",
    "plot_feature_importances(clf, iris.feature_names)\n",
    "plt.show()\n",
    "\n",
    "print('Feature importances: {}'.format(clf.feature_importances_))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x3200 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from sklearn.tree import DecisionTreeClassifier\n",
    "from shared_utilities import plot_class_regions_for_classifier_subplot\n",
    "\n",
    "X_train, X_test, y_train, y_test = train_test_split(iris.data, iris.target, random_state = 0)\n",
    "fig, subaxes = plt.subplots(6, 1, figsize=(6, 32))\n",
    "\n",
    "pair_list = [[0,1], [0,2], [0,3], [1,2], [1,3], [2,3]]\n",
    "tree_max_depth = 4\n",
    "\n",
    "for pair, axis in zip(pair_list, subaxes):\n",
    "    X = X_train[:, pair]\n",
    "    y = y_train\n",
    "    \n",
    "    clf = DecisionTreeClassifier(max_depth=tree_max_depth).fit(X, y)\n",
    "    title = 'Decision Tree, max_depth = {:d}'.format(tree_max_depth)\n",
    "    plot_class_regions_for_classifier_subplot(clf, X, y, None,\n",
    "                                             None, title, axis,\n",
    "                                             iris.target_names)\n",
    "    \n",
    "    axis.set_xlabel(iris.feature_names[pair[0]])\n",
    "    axis.set_ylabel(iris.feature_names[pair[1]])\n",
    "    \n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Ejemplo"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/svg+xml": [
       "<?xml version=\"1.0\" encoding=\"UTF-8\" standalone=\"no\"?>\n",
       "<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n",
       " \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n",
       "<!-- Generated by graphviz version 8.0.5 (20230430.1635)\n",
       " -->\n",
       "<!-- Title: Tree Pages: 1 -->\n",
       "<svg width=\"939pt\" height=\"477pt\"\n",
       " viewBox=\"0.00 0.00 939.38 477.00\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\n",
       "<g id=\"graph0\" class=\"graph\" transform=\"scale(1 1) rotate(0) translate(4 473)\">\n",
       "<title>Tree</title>\n",
       "<polygon fill=\"white\" stroke=\"none\" points=\"-4,4 -4,-473 935.38,-473 935.38,4 -4,4\"/>\n",
       "<!-- 0 -->\n",
       "<g id=\"node1\" class=\"node\">\n",
       "<title>0</title>\n",
       "<polygon fill=\"#afd7f4\" stroke=\"black\" points=\"580.5,-469 378.5,-469 378.5,-401 580.5,-401 580.5,-469\"/>\n",
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       "<!-- 1&#45;&gt;7 -->\n",
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     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sklearn.datasets import load_breast_cancer\n",
    "cancer = load_breast_cancer()\n",
    "(X_cancer, y_cancer) = load_breast_cancer(return_X_y = True)\n",
    "\n",
    "\n",
    "from sklearn.tree import DecisionTreeClassifier\n",
    "from shared_utilities import plot_decision_tree\n",
    "from shared_utilities import plot_feature_importances\n",
    "\n",
    "X_train, X_test, y_train, y_test = train_test_split(X_cancer, y_cancer, random_state = 0)\n",
    "\n",
    "clf = DecisionTreeClassifier(max_depth = 4, min_samples_leaf = 8,\n",
    "                            random_state = 0).fit(X_train, y_train)\n",
    "\n",
    "plot_decision_tree(clf, cancer.feature_names, cancer.target_names)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Breast cancer dataset: decision tree\n",
      "Accuracy of DT classifier on training set: 0.96\n",
      "Accuracy of DT classifier on test set: 0.94\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "print('Breast cancer dataset: decision tree')\n",
    "print('Accuracy of DT classifier on training set: {:.2f}'\n",
    "     .format(clf.score(X_train, y_train)))\n",
    "print('Accuracy of DT classifier on test set: {:.2f}'\n",
    "     .format(clf.score(X_test, y_test)))\n",
    "\n",
    "plt.figure(figsize=(10,6),dpi=80)\n",
    "plot_feature_importances(clf, cancer.feature_names)\n",
    "plt.tight_layout()\n",
    "\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.16"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}