{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"provenance":[]},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"markdown","source":["# Ajuste de hiperparámetros en una red neuronal\n","\n","## Introducción\n","\n","En este documento vamos a definir distintos modelos de red neuronal para predecir la estimación final de un vehículo en base a ciertos parámetros de entrada (precio de venta, precio de mantenimiento, tamaño del maletero, número de plazas...).\n","\n","Comenzaremos cargando los datos y procesándolos a un formato apropiado para, a partir de ahí, crear distintos modelos de redes neuronales y evaluar los resultados."],"metadata":{"id":"JeU-g1yxcXQo"}},{"cell_type":"markdown","source":["## Definición de librerías necesarias\n","\n","Vamos a definir, antes que nada, las librerías que utilizaremos en nuestro proyecto:"],"metadata":{"id":"LSN8wQCugVaH"}},{"cell_type":"code","source":["import pandas as pd\n","import matplotlib.pyplot as plt\n","import keras\n","from sklearn.preprocessing import StandardScaler\n","from keras.models import Sequential\n","from keras.layers import Dense, Dropout, Input\n","from keras.utils import set_random_seed\n","#from numpy.random import seed\n","\n","#seed(2)\n","set_random_seed(2)"],"metadata":{"id":"XasBe8ougbbp","executionInfo":{"status":"ok","timestamp":1734435131132,"user_tz":-60,"elapsed":13241,"user":{"displayName":"Nacho Iborra Baeza","userId":"05178912028373152639"}}},"execution_count":1,"outputs":[]},{"cell_type":"markdown","source":["## Carga y preparación de los datos\n","\n","A continuación subimos el archivo CSV (*datos_coches.csv*) a nuestro espacio Colab (pestaña de *Archivos* del panel izquierdo, icono de *Subir*. Cargamos los datos."],"metadata":{"id":"5hWkZmBGctm9"}},{"cell_type":"code","source":["datos = pd.read_csv('datos_coches.csv')\n","datos.head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":206},"id":"pKrLOZGbhXuZ","executionInfo":{"status":"ok","timestamp":1734435134342,"user_tz":-60,"elapsed":217,"user":{"displayName":"Nacho Iborra Baeza","userId":"05178912028373152639"}},"outputId":"0ec73920-69b2-4d34-d67c-4b01c0fb0d05"},"execution_count":2,"outputs":[{"output_type":"execute_result","data":{"text/plain":["   price  maint doors capacity luggage safety result\n","0  vhigh  vhigh     2        2   small    low  unacc\n","1  vhigh  vhigh     2        2   small    med  unacc\n","2  vhigh  vhigh     2        2   small   high  unacc\n","3  vhigh  vhigh     2        2     med    low  unacc\n","4  vhigh  vhigh     2        2     med    med  unacc"],"text/html":["\n","  <div id=\"df-485159e2-1308-439c-88a7-930257d55f70\" class=\"colab-df-container\">\n","    <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>price</th>\n","      <th>maint</th>\n","      <th>doors</th>\n","      <th>capacity</th>\n","      <th>luggage</th>\n","      <th>safety</th>\n","      <th>result</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>vhigh</td>\n","      <td>vhigh</td>\n","      <td>2</td>\n","      <td>2</td>\n","      <td>small</td>\n","      <td>low</td>\n","      <td>unacc</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>vhigh</td>\n","      <td>vhigh</td>\n","      <td>2</td>\n","      <td>2</td>\n","      <td>small</td>\n","      <td>med</td>\n","      <td>unacc</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>vhigh</td>\n","      <td>vhigh</td>\n","      <td>2</td>\n","      <td>2</td>\n","      <td>small</td>\n","      <td>high</td>\n","      <td>unacc</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>vhigh</td>\n","      <td>vhigh</td>\n","      <td>2</td>\n","      <td>2</td>\n","      <td>med</td>\n","      <td>low</td>\n","      <td>unacc</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>vhigh</td>\n","      <td>vhigh</td>\n","      <td>2</td>\n","      <td>2</td>\n","      <td>med</td>\n","      <td>med</td>\n","      <td>unacc</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","    <div class=\"colab-df-buttons\">\n","\n","  <div class=\"colab-df-container\">\n","    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-485159e2-1308-439c-88a7-930257d55f70')\"\n","            title=\"Convert this dataframe to an interactive table.\"\n","            style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\" viewBox=\"0 -960 960 960\">\n","    <path d=\"M120-120v-720h720v720H120Zm60-500h600v-160H180v160Zm220 220h160v-160H400v160Zm0 220h160v-160H400v160ZM180-400h160v-160H180v160Zm440 0h160v-160H620v160ZM180-180h160v-160H180v160Zm440 0h160v-160H620v160Z\"/>\n","  </svg>\n","    </button>\n","\n","  <style>\n","    .colab-df-container {\n","      display:flex;\n","      gap: 12px;\n","    }\n","\n","    .colab-df-convert {\n","      background-color: #E8F0FE;\n","      border: none;\n","      border-radius: 50%;\n","      cursor: pointer;\n","      display: none;\n","      fill: #1967D2;\n","      height: 32px;\n","      padding: 0 0 0 0;\n","      width: 32px;\n","    }\n","\n","    .colab-df-convert:hover {\n","      background-color: #E2EBFA;\n","      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n","      fill: #174EA6;\n","    }\n","\n","    .colab-df-buttons div {\n","      margin-bottom: 4px;\n","    }\n","\n","    [theme=dark] .colab-df-convert {\n","      background-color: #3B4455;\n","      fill: #D2E3FC;\n","    }\n","\n","    [theme=dark] .colab-df-convert:hover {\n","      background-color: #434B5C;\n","      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n","      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n","      fill: #FFFFFF;\n","    }\n","  </style>\n","\n","    <script>\n","      const buttonEl =\n","        document.querySelector('#df-485159e2-1308-439c-88a7-930257d55f70 button.colab-df-convert');\n","      buttonEl.style.display =\n","        google.colab.kernel.accessAllowed ? 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Puede tomar los valores *vgood* (muy buena), *good* (buena), *acc* (aceptable) o *unacc* (inaceptable).\n","\n","Como vemos, son todo datos categóricos, así que los vamos a reemplazar por códigos numéricos alternativos. En todos los casos nos interesa que haya un orden en esos valores, ya que, por ejemplo, un precio de mantenimiento *high* debe ser mayor que uno *low*. Aplicaremos, por tanto, las siguientes transformaciones:"],"metadata":{"id":"0tIFOluohUzt"}},{"cell_type":"code","source":["datos['price'] = datos['price'].map({'vhigh': 3, 'high': 2, 'med': 1, 'low': 0})\n","datos['maint'] = datos['maint'].map({'vhigh': 3, 'high': 2, 'med': 1, 'low': 0})\n","datos['doors'] = datos['doors'].map({'2': 2, '3': 3, '4': 4, '5more': 5})\n","datos['capacity'] = datos['capacity'].map({'2': 2, '4': 4, 'more': 5})\n","datos['luggage'] = datos['luggage'].map({'big': 2, 'med': 1, 'small': 0})\n","datos['safety'] = datos['safety'].map({'high': 2, 'med': 1, 'low': 0})"],"metadata":{"id":"NWLZCZ4BgwyC","executionInfo":{"status":"ok","timestamp":1734435146989,"user_tz":-60,"elapsed":215,"user":{"displayName":"Nacho Iborra Baeza","userId":"05178912028373152639"}}},"execution_count":3,"outputs":[]},{"cell_type":"markdown","source":["Ahora podemos dividir los datos en X e y. En cuanto a la columna *y* (*result*), es una columna con datos categorizados que pueden tomar 4 valores distintos. La vamos a dividir en 4 columnas *one hot*"],"metadata":{"id":"RagSgWkXhjzH"}},{"cell_type":"code","source":["X = datos.iloc[:, :-1]\n","y = datos.iloc[:, -1]\n","num_clases = len(y.unique())\n","y = pd.get_dummies(datos['result'], columns=['result'])\n","y"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":424},"id":"BsHhajuRht9i","executionInfo":{"status":"ok","timestamp":1734435164629,"user_tz":-60,"elapsed":213,"user":{"displayName":"Nacho Iborra Baeza","userId":"05178912028373152639"}},"outputId":"aa5d2a91-812f-4678-8569-158b319645da"},"execution_count":4,"outputs":[{"output_type":"execute_result","data":{"text/plain":["        acc   good  unacc  vgood\n","0     False  False   True  False\n","1     False  False   True  False\n","2     False  False   True  False\n","3     False  False   True  False\n","4     False  False   True  False\n","...     ...    ...    ...    ...\n","1723  False   True  False  False\n","1724  False  False  False   True\n","1725  False  False   True  False\n","1726  False   True  False  False\n","1727  False  False  False   True\n","\n","[1728 rows x 4 columns]"],"text/html":["\n","  <div id=\"df-edcb4ce6-e55d-40ff-9e62-9c131c8bc4a3\" class=\"colab-df-container\">\n","    <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>acc</th>\n","      <th>good</th>\n","      <th>unacc</th>\n","      <th>vgood</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>False</td>\n","      <td>False</td>\n","      <td>True</td>\n","      <td>False</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>False</td>\n","   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Todos van a tener unas **características comunes**:\n","\n","* La **capa de entrada** tendrá una dimensión igual a `X.shape[1]` (número de columnas del conjunto X)\n","* La **capa de salida** tendrá tantas neuronas como categorías distintas haya (variable `num_clases` del apartado anterior), y una función de activación *softmax* para establecer la probabilidad de pertenecer a cada una de esas categorías.\n","* La **función de coste o pérdida**, al tratarse de un clasificador no binario, será la entropía cruzada categórica (*categorical_cross_entropy*)\n","* El tamaño del conjunto de test será del 20% de muestras\n","\n","A partir de esta base, podemos definir modelos que ajusten otros hiperparámetros, tales como:\n","\n","* Número de capas ocultas: 1 o 2. En todas ellas definiremos una función de activación *ReLU*.\n","* Número de neuronas en cada capa oculta: 6, 12\n","* Optimizador: Adam, con learning rate de 0.001, 0.01 o 0.1\n","* Número de *epochs*: 100, 200\n","* Tamaño del *batch*: 16, 32, 64"],"metadata":{"id":"BItWdyQ0h-Gp"}},{"cell_type":"markdown","source":["Para tratar todas las posibles combinaciones del listado anterior, haría falta definir 2 x 2 x 3 x 2 x 3 = 72 modelos diferentes. Vamos a simplificar el proceso automatizando las configuraciones en un listado. En este caso, añadimos sólo 5 o 6 configuraciones distintas de esas 72:"],"metadata":{"id":"eWTqlUCZkKuu"}},{"cell_type":"code","source":["configuraciones = [\n","    {\n","        'titulo': '1 capa, 6 neuronas, Adam 0.001, 100 epochs, 16 batch', 'capas': 1,\n","        'neuronas': 6, 'lr': 0.001, 'epochs': 100, 'batch': 16\n","    },\n","    {\n","        'titulo': '1 capa, 12 neuronas, Adam 0.01, 100 epochs, 32 batch', 'capas': 1,\n","        'neuronas': 12, 'lr': 0.01, 'epochs': 100, 'batch': 32\n","    },\n","    {\n","        'titulo': '2 capas, 6 neuronas, Adam 0.01, 200 epochs, 32 batch', 'capas': 2,\n","        'neuronas': 6, 'lr': 0.01, 'epochs': 200, 'batch': 32\n","    },\n","    {\n","        'titulo': '2 capas, 12 neuronas, Adam 0.001, 200 epochs, 64 batch', 'capas': 2,\n","        'neuronas': 12, 'lr': 0.001, 'epochs': 200, 'batch': 64\n","    },\n","    {\n","        'titulo': '1 capa, 6 neuronas, Adam 0.1, 100 epochs, 64 batch', 'capas': 1,\n","        'neuronas': 6, 'lr': 0.1, 'epochs': 100, 'batch': 64\n","    },\n","    {\n","        'titulo': '2 capas, 12 neuronas, Adam 0.1, 100 epochs, 64 batch', 'capas': 2,\n","        'neuronas': 12, 'lr': 0.1, 'epochs': 100, 'batch': 64\n","    }\n","]"],"metadata":{"id":"1eQshojGkRxb","executionInfo":{"status":"ok","timestamp":1734435222927,"user_tz":-60,"elapsed":205,"user":{"displayName":"Nacho Iborra Baeza","userId":"05178912028373152639"}}},"execution_count":5,"outputs":[]},{"cell_type":"markdown","source":["Ahora definimos un bucle que recorra todas estas configuraciones, cree un modelo con las características indicadas, lo compile y lo entrene. Nos guardaremos los datos del entrenamiento en un diccionario, para luego mostrar las estadísticas."],"metadata":{"id":"pZgWKDj0mm39"}},{"cell_type":"code","source":["historiales = {}\n","for config in configuraciones:\n","  modelo = Sequential()\n","  modelo.add(Input(shape=(X.shape[1],)))\n","  for i in range(config['capas']):\n","      modelo.add(Dense(config['neuronas'], activation='relu', kernel_initializer='uniform'))\n","  modelo.add(Dense(num_clases, activation='softmax', kernel_initializer='uniform'))\n","  modelo.compile(loss='categorical_crossentropy', optimizer=keras.optimizers.Adam(learning_rate=config['lr']), metrics=['accuracy'])\n","  historiales[config['titulo']] = modelo.fit(X, y, validation_split=0.2, epochs = config['epochs'], batch_size = config['batch'], verbose=0)\n","  print(\"Finalizado modelo\", config['titulo'], \":\", historiales[config['titulo']].history['accuracy'][-1], \", \", historiales[config['titulo']].history['val_accuracy'][-1])"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"zUk1-aqem0Dj","executionInfo":{"status":"ok","timestamp":1734435370321,"user_tz":-60,"elapsed":144025,"user":{"displayName":"Nacho Iborra Baeza","userId":"05178912028373152639"}},"outputId":"320df326-94dc-41b5-9582-f75eaf25f910"},"execution_count":6,"outputs":[{"output_type":"stream","name":"stdout","text":["Finalizado modelo 1 capa, 6 neuronas, Adam 0.001, 100 epochs, 16 batch : 0.9175108671188354 ,  0.7658959627151489\n","Finalizado modelo 1 capa, 12 neuronas, Adam 0.01, 100 epochs, 32 batch : 0.9515195488929749 ,  0.6994219422340393\n","Finalizado modelo 2 capas, 6 neuronas, Adam 0.01, 200 epochs, 32 batch : 0.9486252069473267 ,  0.8352600932121277\n","Finalizado modelo 2 capas, 12 neuronas, Adam 0.001, 200 epochs, 64 batch : 0.929088294506073 ,  0.650288999080658\n","Finalizado modelo 1 capa, 6 neuronas, Adam 0.1, 100 epochs, 64 batch : 0.92619389295578 ,  0.736994206905365\n","Finalizado modelo 2 capas, 12 neuronas, Adam 0.1, 100 epochs, 64 batch : 0.8726483583450317 ,  0.7225433588027954\n"]}]},{"cell_type":"markdown","source":["Ahora vamos a mostrar las gráficas de evolución de la función de coste en cada uno de estos modelos, para analizar convergencias y detectar casos de *overfitting*"],"metadata":{"id":"7viUns_2qcVg"}},{"cell_type":"code","source":["# Formamos una malla de 2 columnas de gráficos (cada una con la mitad de las configuraciones)\n","fig, ejes = plt.subplots(len(configuraciones)//2, 2, figsize=(15, 15))\n","fila = 0\n","columna = 0\n","for titulo in historiales:\n","  ejes[fila, columna].set_title(titulo)\n","  ejes[fila, columna].plot(historiales[titulo].history['loss'])\n","  ejes[fila, columna].plot(historiales[titulo].history['val_loss'])\n","  ejes[fila, columna].legend(['Entrenamiento', 'Test'], loc = 'upper right')\n","  if columna < 1:\n","    columna += 1\n","  else:\n","    columna = 0\n","    fila += 1"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":1000},"id":"I7Soluq7KIYH","executionInfo":{"status":"ok","timestamp":1734435408944,"user_tz":-60,"elapsed":2236,"user":{"displayName":"Nacho Iborra Baeza","userId":"05178912028373152639"}},"outputId":"dcdc4112-9a5e-41d8-b105-a3b9754501f8"},"execution_count":7,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 1500x1500 with 6 Axes>"],"image/png":"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Ejercicio propuesto\n","\n","Sobre lo desarrollado hasta ahora, se proponen los siguientes pasos:\n","\n","En primer lugar elimina del listado de configuraciones las 4 peores configuraciones, y cámbialas por estas otras 4:\n","\n","* 2 capas de 6 neuronas, optimizador RMSProp con lr=0.01, 100 epochs, batch=32 y Dropout de 0.2 entre cada capa\n","* 3 capas de 6 neuronas, optimizador RMSProp con lr=0.05, 100 epochs, batch=64\n","* 2 capas de 12 neuronas, optimizador SGD con lr=0.01, 100 epochs, batch=16\n","* 2 capas de 6 neuronas, optimizador SGD con lr=0.005, 200 epochs, batch=64, y Dropout de 0.3 entre cada capa\n","\n","Deberás adaptar el bucle de prueba de modelos para incluir nuevos optimizadores, y la posibilidad de definir capas de Dropout entre cada par de capas\n","\n","Muestra de nuevo los gráficos y resultados de entrenamientos para determinar cuál es la mejor opción."],"metadata":{"id":"dj4Pi7grNBIl"}}]}