{ "cells": [ { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "REOZAjrkAo_r" }, "source": [ "# CS109B Data Science 2: Advanced Topics in Data Science \n", "## Lab 10: Variational Autoencoders and GANs\n", "\n", "**Harvard University**
\n", "**Fall 2020**
\n", "**Instructors:** Mark Glickman, Pavlos Protopapas, and Chris Tanner
\n", "**Lab Instructors:** Chris Tanner and Eleni Angelaki Kaxiras
\n", "**Content:** Srivatsan Srinivasan, Pavlos Protopapas, Chris Tanner \n", "\n", "\n", "
" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 17 }, "colab_type": "code", "id": "9kiDBVI5Ao_s", "outputId": "d7cf5b06-03dc-4f94-8b5f-47eb7acf1d51" }, "outputs": [ { "data": { "text/html": [ "\n", "\n" ], "text/plain": [ "" ] }, "execution_count": 1, "metadata": { "tags": [] }, "output_type": "execute_result" } ], "source": [ "# RUN THIS CELL TO PROPERLY HIGHLIGHT THE EXERCISES\n", "import requests\n", "from IPython.core.display import HTML\n", "styles = requests.get(\"https://raw.githubusercontent.com/Harvard-IACS/2019-CS109B/master/content/styles/cs109.css\").text\n", "HTML(styles)\n" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 51 }, "colab_type": "code", "id": "P_mbEf6AAo_w", "outputId": "944d8f0f-fa5b-4421-b04b-dda3944501c9" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2.2.0-rc2\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Using TensorFlow backend.\n" ] } ], "source": [ "# system libraries \n", "import sys\n", "import warnings\n", "import os\n", "import glob\n", "warnings.filterwarnings(\"ignore\")\n", "\n", "# image libraries\n", "import cv2 # requires installing opencv (e.g., pip install opencv-python)\n", "from imgaug import augmenters # requires installing imgaug (e.g., pip install imgaug)\n", "\n", "# math/numerical libraries\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import pandas as pd\n", "import scipy\n", "from scipy.stats import norm\n", "from sklearn.model_selection import train_test_split\n", "\n", "import tensorflow as tf\n", "\n", "# deep learning libraries\n", "from keras.models import Model, Sequential\n", "from keras.optimizers import Adam, RMSprop\n", "\n", "from keras.layers import *\n", "from keras import backend as K\n", "# from keras.callbacks import EarlyStopping\n", "# from keras.utils import to_categorical\n", "# from keras.metrics import *\n", "# from keras.preprocessing import image, sequence\n", "# \n", "\n", "print(tf.__version__)" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "rpO07ploAo_y" }, "source": [ "## Part 1: Recap of Autoencoders (AEs)\n", "As a reminder, this is the typical architecture of a 'vanilla/standard/traditional' autoencoder.\n", "\n", "
\n", "\n", "
" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "fOIDJTBUAo_z" }, "source": [ "\n", "### Data: obtainment and pre-processing\n", "\n", "We will be using Fashion-MNIST, the same dataset that we used in Lab 7 when we studied traditional autoencoders. Again, we can conveniently access the dataset since it is included with Keras:" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 762 }, "colab_type": "code", "id": "KKoy-yLjAo_z", "outputId": "a0a3842a-529d-48d0-e523-919e67787809" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading data from https://storage.googleapis.com/tensorflow/tf-keras-datasets/train-labels-idx1-ubyte.gz\n", "32768/29515 [=================================] - 0s 0us/step\n", "Downloading data from https://storage.googleapis.com/tensorflow/tf-keras-datasets/train-images-idx3-ubyte.gz\n", "26427392/26421880 [==============================] - 0s 0us/step\n", "Downloading data from https://storage.googleapis.com/tensorflow/tf-keras-datasets/t10k-labels-idx1-ubyte.gz\n", "8192/5148 [===============================================] - 0s 0us/step\n", "Downloading data from https://storage.googleapis.com/tensorflow/tf-keras-datasets/t10k-images-idx3-ubyte.gz\n", "4423680/4422102 [==============================] - 0s 0us/step\n", "X_train shape: (60000, 28, 28), X_test shape: (10000, 28, 28)\n", "y_train shape: (60000,), and y_test shape: (10000,)\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "tags": [] }, "output_type": "display_data" } ], "source": [ "# get the data from keras - how convenient!\n", "fashion_mnist = tf.keras.datasets.fashion_mnist\n", "\n", "# load the data and split it into training and testing sets\n", "(X_train, y_train),(X_test, y_test) = fashion_mnist.load_data()\n", "\n", "# normalize the data by dividing with pixel intensity\n", "# (each pixel is 8 bits so its value ranges from 0 to 255)\n", "X_train, X_test = X_train / 255.0, X_test / 255.0\n", "\n", "print(f'X_train shape: {X_train.shape}, X_test shape: {X_test.shape}')\n", "print(f'y_train shape: {y_train.shape}, and y_test shape: {y_test.shape}')\n", "\n", "# classes are named 0-9 so define names for plotting clarity\n", "class_names = ['T-shirt/top', 'Trouser', 'Pullover', 'Dress', 'Coat',\n", " 'Sandal', 'Shirt', 'Sneaker', 'Bag', 'Ankle boot']\n", "\n", "# display the first 25 garments from the training set\n", "plt.figure(figsize=(10,10))\n", "for i in range(25):\n", " plt.subplot(5,5,i+1)\n", " plt.xticks([])\n", " plt.yticks([])\n", " plt.grid(False)\n", " plt.imshow(X_train[i], cmap=plt.cm.binary)\n", " plt.xlabel(class_names[y_train[i]])\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "lR_f-ziPAo_2" }, "source": [ "### Add Noise to Images\n", "In attempt to make the autoencoder more robust and not just memorize the inputs, let's add noise to the inputs but calculate its loss based on how similar its outputs are to the original (non-denoised) images.\n", "\n", "Check out [imgaug docs](https://imgaug.readthedocs.io/en/latest/source/api_augmenters_arithmetic.html) for more info and other ways to add noise." ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "9BEuq5ulAo_2" }, "outputs": [], "source": [ "# NNs want the inputs to be 3D\n", "n_samples, h, w = X_train.shape\n", "\n", "X_train = X_train.reshape(-1, h, w, 1)\n", "X_test = X_test.reshape(-1, h, w, 1)" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "yHaPL6pxAo_5", "outputId": "c4ab3884-939d-408f-fcd7-68fc7ed5bab5" }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light", "tags": [] }, "output_type": "display_data" } ], "source": [ "# Lets add sample noise - Salt and Pepper\n", "noise = augmenters.SaltAndPepper(0.1)\n", "seq_object = augmenters.Sequential([noise])\n", "\n", "X_train_n = seq_object.augment_images(X_train * 255) / 255\n", "X_test_n = seq_object.augment_images(X_test * 255) / 255\n", "\n", "f, ax = plt.subplots(1,5)\n", "f.set_size_inches(80, 40)\n", "for i in range(5,10):\n", " ax[i-5].imshow(X_train_n[i, :, :, 0].reshape(28, 28), cmap=plt.cm.binary)\n", " ax[i-5].set_xlabel('Clean '+class_names[y_train[i]])" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "XCS7-c4PAo_7" }, "source": [ "### Create the Autoencoder" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "taKw82fxAo_8", "outputId": "fd02f46b-7d3c-465e-efe5-dcf280e8e660" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Model: \"model\"\n", "_________________________________________________________________\n", "Layer (type) Output Shape Param # \n", "=================================================================\n", "input_2 (InputLayer) [(None, 28, 28, 1)] 0 \n", "_________________________________________________________________\n", "conv2d (Conv2D) (None, 28, 28, 64) 640 \n", "_________________________________________________________________\n", "max_pooling2d (MaxPooling2D) (None, 14, 14, 64) 0 \n", "_________________________________________________________________\n", "conv2d_1 (Conv2D) (None, 14, 14, 32) 18464 \n", "_________________________________________________________________\n", "max_pooling2d_1 (MaxPooling2 (None, 7, 7, 32) 0 \n", "_________________________________________________________________\n", "conv2d_2 (Conv2D) (None, 7, 7, 16) 4624 \n", "_________________________________________________________________\n", "max_pooling2d_2 (MaxPooling2 (None, 4, 4, 16) 0 \n", "_________________________________________________________________\n", "conv2d_3 (Conv2D) (None, 4, 4, 16) 2320 \n", "_________________________________________________________________\n", "up_sampling2d (UpSampling2D) (None, 8, 8, 16) 0 \n", "_________________________________________________________________\n", "conv2d_4 (Conv2D) (None, 8, 8, 32) 4640 \n", "_________________________________________________________________\n", "up_sampling2d_1 (UpSampling2 (None, 16, 16, 32) 0 \n", "_________________________________________________________________\n", "conv2d_5 (Conv2D) (None, 14, 14, 64) 18496 \n", "_________________________________________________________________\n", "up_sampling2d_2 (UpSampling2 (None, 28, 28, 64) 0 \n", "_________________________________________________________________\n", "conv2d_6 (Conv2D) (None, 28, 28, 1) 577 \n", "=================================================================\n", "Total params: 49,761\n", "Trainable params: 49,761\n", "Non-trainable params: 0\n", "_________________________________________________________________\n" ] } ], "source": [ "# input layer\n", "input_layer = tf.keras.layers.Input(shape=(28, 28, 1))\n", "\n", "# encoding architecture\n", "encoded_layer1 = tf.keras.layers.Conv2D(64,(3, 3), activation='relu', padding='same')(input_layer)\n", "encoded_layer1 = tf.keras.layers.MaxPool2D((2, 2), padding='same')(encoded_layer1)\n", "encoded_layer2 = tf.keras.layers.Conv2D(32,(3, 3), activation='relu', padding='same')(encoded_layer1)\n", "encoded_layer2 = tf.keras.layers.MaxPool2D((2, 2), padding='same')(encoded_layer2)\n", "encoded_layer3 = tf.keras.layers.Conv2D(16,(3, 3), activation='relu', padding='same')(encoded_layer2)\n", "latent_view = tf.keras.layers.MaxPool2D((2, 2), padding='same')(encoded_layer3)\n", "\n", "# decoding architecture\n", "decoded_layer1 = tf.keras.layers.Conv2D(16, (3, 3), activation='relu', padding='same')(latent_view)\n", "decoded_layer1 = tf.keras.layers.UpSampling2D((2, 2))(decoded_layer1)\n", "decoded_layer2 = tf.keras.layers.Conv2D(32, (3, 3), activation='relu', padding='same')(decoded_layer1)\n", "decoded_layer2 = tf.keras.layers.UpSampling2D((2, 2))(decoded_layer2)\n", "decoded_layer3 = tf.keras.layers.Conv2D(64, (3, 3), activation='relu')(decoded_layer2)\n", "decoded_layer3 = tf.keras.layers.UpSampling2D((2, 2))(decoded_layer3)\n", "output_layer = tf.keras.layers.Conv2D(1,(3, 3), padding='same')(decoded_layer3)\n", "\n", "# compile the model\n", "model = tf.keras.Model(input_layer, output_layer)\n", "model.compile(optimizer='adam', loss='mse')\n", "model.summary()" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "iNYLnJwtAo_-" }, "source": [ "### Train AE" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "haucney-Ao__", "outputId": "60232ead-6bf7-443c-f7a9-e63e9530be58", "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Train on 60000 samples, validate on 10000 samples\n", "Epoch 1/5\n", "60000/60000 [==============================] - 14s 231us/sample - loss: 0.0906 - val_loss: 0.0568\n", "Epoch 2/5\n", "60000/60000 [==============================] - 7s 118us/sample - loss: 0.0426 - val_loss: 0.0350\n", "Epoch 3/5\n", "60000/60000 [==============================] - 7s 118us/sample - loss: 0.0321 - val_loss: 0.0291\n", "Epoch 4/5\n", "60000/60000 [==============================] - 7s 118us/sample - loss: 0.0273 - val_loss: 0.0254\n", "Epoch 5/5\n", "60000/60000 [==============================] - 7s 118us/sample - loss: 0.0245 - val_loss: 0.0235\n" ] } ], "source": [ "early_stopping = tf.keras.callbacks.EarlyStopping(monitor='val_loss', min_delta=0, patience=10, verbose=5, mode='auto')\n", "\n", "# epochs=20 for better results\n", "history = model.fit(X_train_n, X_train, epochs=5, batch_size=2048, validation_data=(X_test_n, X_test), callbacks=[early_stopping])" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "8W58lPSMApAB" }, "outputs": [], "source": [ "n = np.random.randint(0,len(X_test)-5) # pick a random starting index within our test set" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "QhZPjiWwApAE" }, "source": [ "### Visualize Samples reconstructed by AE\n", "**Denoised Images:**" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "-dcgQSF8ApAE", "outputId": "c66c9bd2-8b75-4a03-a9ef-267fd8a09e0e" }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light", "tags": [] }, "output_type": "display_data" } ], "source": [ "f, ax = plt.subplots(1,5)\n", "f.set_size_inches(80, 40)\n", "for i,a in enumerate(range(n,n+5)):\n", " ax[i].imshow(X_test_n[a, :, :, 0].reshape(28, 28), cmap='gray')" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "8wDT2of4ApAG" }, "source": [ "**Actual Targets (i.e., Original inputs):**" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "B0kggJk9ApAG", "outputId": "7733684b-4b82-476d-de0f-6f42d9f7fdd7" }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light", "tags": [] }, "output_type": "display_data" } ], "source": [ "f, ax = plt.subplots(1,5)\n", "f.set_size_inches(80, 40)\n", "for i,a in enumerate(range(n,n+5)): # display the 5 images starting at our random index\n", " ax[i].imshow(X_test[a, :, :, 0].reshape(28, 28), cmap='gray')" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "CMhKAHHwApAJ" }, "source": [ "**Predicted Images:**" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "xFWB2lNzApAJ", "outputId": "2a5079db-9ff0-4d86-fc37-640e1b631130", "scrolled": true }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light", "tags": [] }, "output_type": "display_data" } ], "source": [ "preds = model.predict(X_test_n[n:n+5])\n", "f, ax = plt.subplots(1,5)\n", "f.set_size_inches(80, 40)\n", "for i,a in enumerate(range(n,n+5)):\n", " ax[i].imshow(preds[i].reshape(28, 28), cmap='gray')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "8CIZ2GGXApAL" }, "source": [ "## Part 2: Variational Autoencoders (VAEs)\n", "
\n", " Discussion: Why do we care to use VAEs? (i.e., what are the limitations of traditional AEs?)\n", "
" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "xcu6XiX9ApAL" }, "source": [ "### VAE architecture" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "n8XI_M3QApAM" }, "source": [ "
\n", "\n", "
" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "dU59vve2ApAM" }, "source": [ "### Reset data" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 52 }, "colab_type": "code", "id": "aavQEcIIApAM", "outputId": "26b6e713-b081-41d9-c1b8-a49087780ad5" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "X_train shape: (60000, 28, 28), X_test shape: (10000, 28, 28)\n", "y_train shape: (60000,), and y_test shape: (10000,)\n" ] } ], "source": [ "# get the data from keras - how convenient!\n", "fashion_mnist = tf.keras.datasets.fashion_mnist\n", "\n", "# load the data and split it into training and testing sets\n", "(X_train, y_train),(X_test, y_test) = fashion_mnist.load_data()\n", "\n", "# normalize the data by dividing with pixel intensity\n", "# (each pixel is 8 bits so its value ranges from 0 to 255)\n", "X_train, X_test = X_train / 255.0, X_test / 255.0\n", "\n", "print(f'X_train shape: {X_train.shape}, X_test shape: {X_test.shape}')\n", "print(f'y_train shape: {y_train.shape}, and y_test shape: {y_test.shape}')" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "MzbLSBNxApAO" }, "outputs": [], "source": [ "#train_x = train_x.reshape(-1, 28, 28, 1)\n", "#val_x = val_x.reshape(-1, 28, 28, 1)" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "t7ExQPUcApAQ" }, "source": [ "### Setup Encoder Neural Network\n", "Try different number of hidden layers, nodes?" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "7BYd_DjSApAQ" }, "outputs": [], "source": [ "batch_size = 16\n", "latent_dim = 2 # Number of latent dimension parameters\n", "\n", "input_img = tf.keras.layers.Input(shape=(784,), name=\"input\")\n", "x = tf.keras.layers.Dense(512, activation='relu', name=\"intermediate_encoder\")(input_img)\n", "x = tf.keras.layers.Dense(2, activation='relu', name=\"latent_encoder\")(x)\n", "\n", "z_mu = tf.keras.layers.Dense(latent_dim)(x)\n", "z_log_sigma = tf.keras.layers.Dense(latent_dim)(x)" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "OaoPdnyDApAS" }, "outputs": [], "source": [ "#import keras.backend as K" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "vNzOZ9e4ApAU" }, "outputs": [], "source": [ "# sampling function\n", "def sampling(args):\n", " z_mu, z_log_sigma = args\n", " epsilon = tf.keras.backend.random_normal(shape=(tf.keras.backend.shape(z_mu)[0], latent_dim))\n", " z = z_mu + tf.keras.backend.exp(z_log_sigma) * epsilon\n", " return z\n", "\n", "# sample vector from the latent distribution\n", "z = tf.keras.layers.Lambda(sampling)([z_mu, z_log_sigma])" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "_9UweIEEApAW" }, "outputs": [], "source": [ "# decoder takes the latent distribution sample as input\n", "decoder_input = tf.keras.layers.Input((2,), name=\"input_decoder\")\n", "\n", "x = tf.keras.layers.Dense(512, activation='relu', name=\"intermediate_decoder\", input_shape=(2,))(decoder_input)\n", "\n", "# Expand to 784 total pixels\n", "x = tf.keras.layers.Dense(784, activation='sigmoid', name=\"original_decoder\")(x)\n", "\n", "# decoder model statement\n", "decoder = tf.keras.Model(decoder_input, x)\n", "\n", "# apply the decoder to the sample from the latent distribution\n", "z_decoded = decoder(z)" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 259 }, "colab_type": "code", "id": "iG6dHlc2ApAY", "outputId": "7b2894cc-7c94-4723-82f8-ded3b2860162" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Model: \"model\"\n", "_________________________________________________________________\n", "Layer (type) Output Shape Param # \n", "=================================================================\n", "input_decoder (InputLayer) [(None, 2)] 0 \n", "_________________________________________________________________\n", "intermediate_decoder (Dense) (None, 512) 1536 \n", "_________________________________________________________________\n", "original_decoder (Dense) (None, 784) 402192 \n", "=================================================================\n", "Total params: 403,728\n", "Trainable params: 403,728\n", "Non-trainable params: 0\n", "_________________________________________________________________\n" ] } ], "source": [ "decoder.summary()" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "bz6Tbb70ApAZ" }, "outputs": [], "source": [ "# construct a custom layer to calculate the loss\n", "class CustomVariationalLayer(tf.keras.layers.Layer):\n", "\n", " def vae_loss(self, x, z_decoded):\n", " x = tf.keras.backend.flatten(x)\n", " z_decoded = tf.keras.backend.flatten(z_decoded)\n", " # Reconstruction loss\n", " xent_loss = tf.keras.losses.binary_crossentropy(x, z_decoded)\n", " return xent_loss\n", "\n", " # adds the custom loss to the class\n", " def call(self, inputs):\n", " x = inputs[0]\n", " z_decoded = inputs[1]\n", " loss = self.vae_loss(x, z_decoded)\n", " self.add_loss(loss, inputs=inputs)\n", " return x\n", "\n", "# apply the custom loss to the input images and the decoded latent distribution sample\n", "y = CustomVariationalLayer()([input_img, z_decoded])" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 35 }, "colab_type": "code", "id": "SqlEgFAPApAb", "outputId": "2e11d68e-4946-4133-cec1-6fcc04c5a9a9" }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 12, "metadata": { "tags": [] }, "output_type": "execute_result" } ], "source": [ "z_decoded" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "uhMQs0fsApAc" }, "outputs": [], "source": [ "# VAE model statement\n", "vae = tf.keras.Model(input_img, y)\n", "vae.compile(optimizer='rmsprop', loss=None)" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 466 }, "colab_type": "code", "id": "eHNL8MYUApAe", "outputId": "2099456a-2965-4b52-fe79-d0818f34e0d4" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Model: \"model_2\"\n", "__________________________________________________________________________________________________\n", "Layer (type) Output Shape Param # Connected to \n", "==================================================================================================\n", "input (InputLayer) [(None, 784)] 0 \n", "__________________________________________________________________________________________________\n", "intermediate_encoder (Dense) (None, 512) 401920 input[0][0] \n", "__________________________________________________________________________________________________\n", "latent_encoder (Dense) (None, 2) 1026 intermediate_encoder[0][0] \n", "__________________________________________________________________________________________________\n", "dense (Dense) (None, 2) 6 latent_encoder[0][0] \n", "__________________________________________________________________________________________________\n", "dense_1 (Dense) (None, 2) 6 latent_encoder[0][0] \n", "__________________________________________________________________________________________________\n", "lambda (Lambda) (None, 2) 0 dense[0][0] \n", " dense_1[0][0] \n", "__________________________________________________________________________________________________\n", "model (Model) (None, 784) 403728 lambda[0][0] \n", "__________________________________________________________________________________________________\n", "custom_variational_layer (Custo (None, 784) 0 input[0][0] \n", " model[1][0] \n", "==================================================================================================\n", "Total params: 806,686\n", "Trainable params: 806,686\n", "Non-trainable params: 0\n", "__________________________________________________________________________________________________\n" ] } ], "source": [ "vae.summary()" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 35 }, "colab_type": "code", "id": "RYkBZm7-ApAg", "outputId": "d45874bf-fe5f-49dd-f50c-ac770be26ea1" }, "outputs": [ { "data": { "text/plain": [ "(60000, 28, 28)" ] }, "execution_count": 15, "metadata": { "tags": [] }, "output_type": "execute_result" } ], "source": [ "X_train.shape" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "LKaE6YM3ApAi" }, "outputs": [], "source": [ "train_x = X_train.reshape(-1,784) # train_x.reshape(-1, 784)\n", "val_x = X_test.reshape(-1,784) #val_x.reshape(-1, 784)" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 173 }, "colab_type": "code", "id": "Nxt_heUDApAm", "outputId": "1fe3c7cf-584f-4d77-ae3c-15462a9d0b77" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Epoch 1/4\n", "3750/3750 [==============================] - 34s 9ms/step - loss: 0.3621 - val_loss: 0.3397\n", "Epoch 2/4\n", "3750/3750 [==============================] - 35s 9ms/step - loss: 0.3364 - val_loss: 0.3377\n", "Epoch 3/4\n", "3750/3750 [==============================] - 34s 9ms/step - loss: 0.3332 - val_loss: 0.3335\n", "Epoch 4/4\n", "3750/3750 [==============================] - 34s 9ms/step - loss: 0.3311 - val_loss: 0.3300\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 17, "metadata": { "tags": [] }, "output_type": "execute_result" } ], "source": [ "vae.fit(x=train_x, y=None,\n", " shuffle=True,\n", " epochs=4,\n", " batch_size=batch_size,\n", " validation_data=(val_x, None))" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "aNF6f5YjApAn", "outputId": "408014c5-a83d-4ec8-9292-854e21ae70a7", "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light", "tags": [] }, "output_type": "display_data" } ], "source": [ "# Display a 2D manifold of the samples\n", "n = 20 # figure with 20x20 samples\n", "digit_size = 28\n", "figure = np.zeros((digit_size * n, digit_size * n))\n", "\n", "# Construct grid of latent variable values - can change values here to generate different things\n", "grid_x = norm.ppf(np.linspace(0.05, 0.95, n))\n", "grid_y = norm.ppf(np.linspace(0.05, 0.95, n))\n", "\n", "# decode for each square in the grid\n", "for i, yi in enumerate(grid_x):\n", " for j, xi in enumerate(grid_y):\n", " z_sample = np.array([[xi, yi]])\n", " z_sample = np.tile(z_sample, batch_size).reshape(batch_size, 2)\n", " \n", " x_decoded = decoder.predict(z_sample, batch_size=batch_size)\n", " \n", " digit = x_decoded[0].reshape(digit_size, digit_size)\n", " \n", " figure[i * digit_size: (i + 1) * digit_size,\n", " j * digit_size: (j + 1) * digit_size] = digit\n", "\n", "plt.figure(figsize=(20, 20))\n", "plt.imshow(figure, cmap='gray')\n", "plt.show() " ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "3SPCKFZoApAp", "outputId": "e8b1e226-e9cc-41b9-94a7-a424d3248f0f" }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "tags": [] }, "output_type": "display_data" } ], "source": [ "# Translate into the latent space\n", "encoder = tf.keras.Model(input_img, z_mu) # works on older version of TF and Keras\n", "x_valid_noTest_encoded = encoder.predict(train_x, batch_size=batch_size)\n", "plt.figure(figsize=(10, 10))\n", "plt.scatter(x_valid_noTest_encoded[:, 0], x_valid_noTest_encoded[:, 1], c=y_train, cmap='brg')\n", "plt.colorbar()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "ETnq_l15ApAr" }, "source": [ "### Part 2B: Adding CNNs and KL Divergence Loss\n", "#### Generating new fashion!" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "LvZToLpmApAr" }, "outputs": [], "source": [ "batch_size = 16\n", "latent_dim = 2 # Number of latent dimension parameters\n", "\n", "# Encoder architecture: Input -> Conv2D*4 -> Flatten -> Dense\n", "input_img = Input(shape=(28, 28, 1))\n", "\n", "x = Conv2D(32,3,padding='same', activation='relu')(input_img)\n", "x = Conv2D(64,3,padding='same', activation='relu',strides=(2, 2))(x)\n", "x = Conv2D(64,3,padding='same', activation='relu')(x)\n", "x = Conv2D(64,3,padding='same', activation='relu')(x)\n", "\n", "# need to know the shape of the network here for the decoder\n", "shape_before_flattening = K.int_shape(x)\n", "\n", "x = Flatten()(x)\n", "x = Dense(32, activation='relu')(x)\n", "\n", "# Two outputs, latent mean and (log)variance\n", "z_mu = Dense(latent_dim)(x)\n", "z_log_sigma = Dense(latent_dim)(x)" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "4MYKFULfApAt" }, "source": [ "### Set up sampling function" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "FqJJbD3tApAt" }, "outputs": [], "source": [ "# sampling function\n", "def sampling(args):\n", " z_mu, z_log_sigma = args\n", " epsilon = K.random_normal(shape=(K.shape(z_mu)[0], latent_dim), mean=0., stddev=1.)\n", " return z_mu + K.exp(z_log_sigma) * epsilon\n", "\n", "# sample vector from the latent distribution\n", "z = Lambda(sampling)([z_mu, z_log_sigma])" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "glYnQXePApAv" }, "source": [ "### Setup Decoder Neural Network" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "ZNj3cSRUApAv" }, "source": [ "Try different number of hidden layers, nodes?" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "vxsYPKxUApAv" }, "outputs": [], "source": [ "# decoder takes the latent distribution sample as input\n", "decoder_input = Input(K.int_shape(z)[1:])\n", "\n", "# Expand to 784 total pixels\n", "x = Dense(np.prod(shape_before_flattening[1:]),\n", " activation='relu')(decoder_input)\n", "\n", "# reshape\n", "x = Reshape(shape_before_flattening[1:])(x)\n", "\n", "# use Conv2DTranspose to reverse the conv layers from the encoder\n", "x = Conv2DTranspose(32, 3,\n", " padding='same', \n", " activation='relu',\n", " strides=(2, 2))(x)\n", "x = Conv2D(1, 3,\n", " padding='same', \n", " activation='sigmoid')(x)\n", "\n", "# decoder model statement\n", "decoder = Model(decoder_input, x)\n", "\n", "# apply the decoder to the sample from the latent distribution\n", "z_decoded = decoder(z)" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "y2meR17GApAx" }, "source": [ "### Set up loss function (reconstruction + KL divergence)" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "LSH_mFZUApAx" }, "outputs": [], "source": [ "# construct a custom layer to calculate the loss\n", "class CustomVariationalLayer(Layer):\n", "\n", " def vae_loss(self, x, z_decoded):\n", " x = K.flatten(x)\n", " z_decoded = K.flatten(z_decoded)\n", "\n", " # Reconstruction loss\n", " xent_loss = tf.keras.losses.binary_crossentropy(x, z_decoded)\n", " \n", " # KL divergence\n", " kl_loss = -5e-4 * K.mean(1 + z_log_sigma - K.square(z_mu) - K.exp(z_log_sigma), axis=-1)\n", " return K.mean(xent_loss + kl_loss)\n", "\n", " # adds the custom loss to the class\n", " def call(self, inputs):\n", " x = inputs[0]\n", " z_decoded = inputs[1]\n", " loss = self.vae_loss(x, z_decoded)\n", " self.add_loss(loss, inputs=inputs)\n", " return x\n", "\n", "# apply the custom loss to the input images and the decoded latent distribution sample\n", "y = CustomVariationalLayer()([input_img, z_decoded])" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "M-2E6FOrApAz" }, "source": [ "### Train VAE" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "SFUPh2mfApAz" }, "outputs": [], "source": [ "# VAE model statement\n", "vae = Model(input_img, y)\n", "vae.compile(optimizer='rmsprop', loss=None)" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 605 }, "colab_type": "code", "id": "ZTC84W-tApA1", "outputId": "d8a95f59-d3ff-4645-f24f-9d4fe6b12705" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Model: \"model_4\"\n", "__________________________________________________________________________________________________\n", "Layer (type) Output Shape Param # Connected to \n", "==================================================================================================\n", "input_2 (InputLayer) (None, 28, 28, 1) 0 \n", "__________________________________________________________________________________________________\n", "conv2d_5 (Conv2D) (None, 28, 28, 32) 320 input_2[0][0] \n", "__________________________________________________________________________________________________\n", "conv2d_6 (Conv2D) (None, 14, 14, 64) 18496 conv2d_5[0][0] \n", "__________________________________________________________________________________________________\n", "conv2d_7 (Conv2D) (None, 14, 14, 64) 36928 conv2d_6[0][0] \n", "__________________________________________________________________________________________________\n", "conv2d_8 (Conv2D) (None, 14, 14, 64) 36928 conv2d_7[0][0] \n", "__________________________________________________________________________________________________\n", "flatten_2 (Flatten) (None, 12544) 0 conv2d_8[0][0] \n", "__________________________________________________________________________________________________\n", "dense_4 (Dense) (None, 32) 401440 flatten_2[0][0] \n", "__________________________________________________________________________________________________\n", "dense_5 (Dense) (None, 2) 66 dense_4[0][0] \n", "__________________________________________________________________________________________________\n", "dense_6 (Dense) (None, 2) 66 dense_4[0][0] \n", "__________________________________________________________________________________________________\n", "lambda_1 (Lambda) (None, 2) 0 dense_5[0][0] \n", " dense_6[0][0] \n", "__________________________________________________________________________________________________\n", "model_3 (Model) (None, 28, 28, 1) 56385 lambda_1[0][0] \n", "__________________________________________________________________________________________________\n", "custom_variational_layer_2 (Cus [(None, 28, 28, 1), 0 input_2[0][0] \n", " model_3[1][0] \n", "==================================================================================================\n", "Total params: 550,629\n", "Trainable params: 550,629\n", "Non-trainable params: 0\n", "__________________________________________________________________________________________________\n" ] } ], "source": [ "vae.summary()" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "-N6pXkU1ApA3" }, "outputs": [], "source": [ "train_x = train_x.reshape(-1, 28, 28, 1)\n", "val_x = val_x.reshape(-1, 28, 28, 1)" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "cvaR54k5ApA4", "outputId": "611a5275-18ec-410e-bb54-defbbd2d6f71", "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Train on 60000 samples, validate on 9600 samples\n", "Epoch 1/20\n", "60000/60000 [==============================] - 30s 500us/step - loss: 0.3938 - val_loss: 0.3383\n", "Epoch 2/20\n", "60000/60000 [==============================] - 29s 486us/step - loss: 0.3371 - val_loss: 0.3379\n", "Epoch 3/20\n", "60000/60000 [==============================] - 29s 490us/step - loss: 0.3337 - val_loss: 0.3315\n", "Epoch 4/20\n", "60000/60000 [==============================] - 29s 485us/step - loss: 0.3315 - val_loss: 0.3306\n", "Epoch 5/20\n", "60000/60000 [==============================] - 29s 489us/step - loss: 0.3305 - val_loss: 0.3335\n", "Epoch 6/20\n", "60000/60000 [==============================] - 29s 484us/step - loss: 0.3289 - val_loss: 0.3291\n", "Epoch 7/20\n", "60000/60000 [==============================] - 29s 491us/step - loss: 0.3283 - val_loss: 0.3299\n", "Epoch 8/20\n", "60000/60000 [==============================] - 29s 489us/step - loss: 0.3282 - val_loss: 0.3322\n", "Epoch 9/20\n", "60000/60000 [==============================] - 29s 488us/step - loss: 0.3286 - val_loss: 0.3276\n", "Epoch 10/20\n", "60000/60000 [==============================] - 29s 489us/step - loss: 0.3271 - val_loss: 0.3295\n", "Epoch 11/20\n", "60000/60000 [==============================] - 29s 487us/step - loss: 0.3261 - val_loss: 0.3267\n", "Epoch 12/20\n", "60000/60000 [==============================] - 29s 484us/step - loss: 0.3254 - val_loss: 0.3260\n", "Epoch 13/20\n", "60000/60000 [==============================] - 29s 486us/step - loss: 0.3249 - val_loss: 0.3311\n", "Epoch 14/20\n", "60000/60000 [==============================] - 29s 489us/step - loss: 0.3244 - val_loss: 0.3244\n", "Epoch 15/20\n", "60000/60000 [==============================] - 29s 491us/step - loss: 0.3240 - val_loss: 0.3251\n", "Epoch 16/20\n", "60000/60000 [==============================] - 29s 487us/step - loss: 0.3237 - val_loss: 0.3240\n", "Epoch 17/20\n", "60000/60000 [==============================] - 29s 491us/step - loss: 0.3234 - val_loss: 0.3231\n", "Epoch 18/20\n", "60000/60000 [==============================] - 29s 489us/step - loss: 0.3232 - val_loss: 0.3233\n", "Epoch 19/20\n", "60000/60000 [==============================] - 29s 488us/step - loss: 0.3230 - val_loss: 0.3236\n", "Epoch 20/20\n", "60000/60000 [==============================] - 29s 489us/step - loss: 0.3227 - val_loss: 0.3231\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 58, "metadata": { "tags": [] }, "output_type": "execute_result" } ], "source": [ "vae.fit(x=train_x, y=None,\n", " shuffle=True,\n", " epochs=20,\n", " batch_size=batch_size,\n", " validation_data=(val_x, None))" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "Ffrna49aApA6" }, "source": [ "### Visualize Samples reconstructed by VAE" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "nGMpIFo1ApA6", "outputId": "f4ff3e1e-4241-4100-820d-75fabde7e826", "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "tags": [] }, "output_type": "display_data" } ], "source": [ "# Display a 2D manifold of the samples\n", "n = 20 # figure with 20x20 samples\n", "digit_size = 28\n", "figure = np.zeros((digit_size * n, digit_size * n))\n", "\n", "# Construct grid of latent variable values - can change values here to generate different things\n", "grid_x = norm.ppf(np.linspace(0.05, 0.95, n))\n", "grid_y = norm.ppf(np.linspace(0.05, 0.95, n))\n", "\n", "# decode for each square in the grid\n", "for i, yi in enumerate(grid_x):\n", " for j, xi in enumerate(grid_y):\n", " z_sample = np.array([[xi, yi]])\n", " z_sample = np.tile(z_sample, batch_size).reshape(batch_size, 2)\n", " x_decoded = decoder.predict(z_sample, batch_size=batch_size)\n", " digit = x_decoded[0].reshape(digit_size, digit_size)\n", " figure[i * digit_size: (i + 1) * digit_size,\n", " j * digit_size: (j + 1) * digit_size] = digit\n", "\n", "plt.figure(figsize=(20, 20))\n", "plt.imshow(figure)\n", "plt.show() " ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "uDCuMjnYApA8" }, "source": [ "\n", "### VAE: Visualize latent space" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "ty4InmVHApA_", "outputId": "d48c9a5f-bf30-44d6-fd75-2921c2ee6183" }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "tags": [] }, "output_type": "display_data" } ], "source": [ "# Translate into the latent space\n", "encoder = Model(input_img, z_mu)\n", "x_valid_noTest_encoded = encoder.predict(train_x, batch_size=batch_size)\n", "plt.figure(figsize=(10, 10))\n", "plt.scatter(x_valid_noTest_encoded[:, 0], x_valid_noTest_encoded[:, 1], c=y_train, cmap='brg')\n", "plt.colorbar()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "9ns5qvuUApBC" }, "source": [ "## Part 3: Generative Adversarial Networks (GANs)\n", "\n", "### EXERCISE 1 : Generate 1-D Gaussian Distribution from Uniform Noise\n", "\n", "In this exercise, we are going to generate 1-D Gaussian distribution from a n-D uniform distribution. This is a toy exercise in order to understand the ability of GANs (generators) to generate arbitrary distributions from random noise.\n", "\n", "Generate training data - Gaussian Distribution" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# system libraries \n", "import sys\n", "import warnings\n", "import os\n", "import glob\n", "warnings.filterwarnings(\"ignore\")\n", "\n", "# image libraries\n", "import cv2 # requires installing opencv (e.g., pip install opencv-python)\n", "from imgaug import augmenters # requires installing imgaug (e.g., pip install imgaug)\n", "\n", "# math/numerical libraries\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import pandas as pd\n", "import scipy\n", "from scipy.stats import norm\n", "from sklearn.model_selection import train_test_split\n", "\n", "import tensorflow as tf" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "9mPSsdmPApBC" }, "outputs": [], "source": [ "def generate_data(n_samples = 10000,n_dim=1):\n", " return np.random.randn(n_samples, n_dim) " ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "bXRNFnw-ApBE" }, "source": [ "A general function to define feedforward architectures" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "V3A0QXBdApBF" }, "outputs": [], "source": [ "def set_model(input_dim, output_dim, hidden_dim=64,n_layers = 1,activation='tanh',optimizer='adam', loss = 'binary_crossentropy'):\n", " model = Sequential()\n", " model.add(Dense(hidden_dim,input_dim=input_dim,activation=activation))\n", "\n", " for _ in range(n_layers-1):\n", " model.add(Dense(hidden_dim),activation=activation)\n", " model.add(Dense(output_dim))\n", "\n", " model.compile(loss=loss, optimizer=optimizer)\n", " print(model.summary())\n", " return model" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "coWxE1PqApBG" }, "source": [ "Setting GAN training and losses here" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "5LnUxRv-ApBH" }, "outputs": [], "source": [ "def get_gan_network(discriminator, random_dim, generator, optimizer = 'adam'):\n", " discriminator.trainable = False\n", " gan_input = Input(shape=(random_dim,))\n", " x = generator(gan_input)\n", " gan_output = discriminator(x)\n", " gan = Model(inputs = gan_input,outputs=gan_output)\n", " gan.compile( loss='binary_crossentropy', optimizer=optimizer)\n", " return gan" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "2lwFiS64ApBJ" }, "outputs": [], "source": [ "# hyper-parameters\n", "NOISE_DIM = 10\n", "DATA_DIM = 1\n", "G_LAYERS = 1\n", "D_LAYERS = 1" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "Y7ZECa-4ApBK" }, "outputs": [], "source": [ "def train_gan(epochs=1,batch_size=128):\n", " x_train = generate_data(n_samples=12800,n_dim=DATA_DIM)\n", " batch_count = x_train.shape[0]/batch_size\n", " \n", " generator = set_model(NOISE_DIM, DATA_DIM, n_layers=G_LAYERS, activation='tanh',loss = 'mean_squared_error')\n", " discriminator = set_model(DATA_DIM, 1, n_layers= D_LAYERS, activation='sigmoid')\n", " gan = get_gan_network(discriminator, NOISE_DIM, generator, 'adam')\n", "\n", " for e in range(1,epochs+1): \n", "\n", " # generate noise from a uniform distribution\n", " noise = np.random.rand(batch_size,NOISE_DIM)\n", " true_batch = x_train[np.random.choice(x_train.shape[0], batch_size, replace=False), :]\n", "\n", " generated_values = generator.predict(noise)\n", " X = np.concatenate([generated_values,true_batch])\n", "\n", " y_dis = np.zeros(2*batch_size)\n", "\n", " #One-sided label smoothing to avoid overconfidence. In GAN, if the discriminator depends on a small set of features to detect real images, \n", " #the generator may just produce these features only to exploit the discriminator. \n", " #The optimization may turn too greedy and produces no long term benefit.\n", " #To avoid the problem, we penalize the discriminator when the prediction for any real images go beyond 0.9 (D(real image)>0.9). \n", " y_dis[:batch_size] = 0.9\n", "\n", " discriminator.trainable = True\n", " disc_history = discriminator.train_on_batch(X, y_dis)\n", " discriminator.trainable = False\n", "\n", " # Train generator\n", " noise = np.random.rand(batch_size,NOISE_DIM)\n", " y_gen = np.zeros(batch_size) \n", " gan.train_on_batch(noise, y_gen) \n", " \n", " return generator, discriminator" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 466 }, "colab_type": "code", "id": "iz6rA8aXApBM", "outputId": "54e0a30c-0e4e-4b97-a78a-f2f7ddbd194b" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Model: \"sequential_1\"\n", "_________________________________________________________________\n", "Layer (type) Output Shape Param # \n", "=================================================================\n", "dense_8 (Dense) (None, 64) 704 \n", "_________________________________________________________________\n", "dense_9 (Dense) (None, 1) 65 \n", "=================================================================\n", "Total params: 769\n", "Trainable params: 769\n", "Non-trainable params: 0\n", "_________________________________________________________________\n", "None\n", "Model: \"sequential_2\"\n", "_________________________________________________________________\n", "Layer (type) Output Shape Param # \n", "=================================================================\n", "dense_10 (Dense) (None, 64) 128 \n", "_________________________________________________________________\n", "dense_11 (Dense) (None, 1) 65 \n", "=================================================================\n", "Total params: 193\n", "Trainable params: 193\n", "Non-trainable params: 0\n", "_________________________________________________________________\n", "None\n" ] } ], "source": [ "generator, discriminator = train_gan()" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 334 }, "colab_type": "code", "id": "YzA5BNAFApBO", "outputId": "d579b766-86db-41c3-b825-d1e7982c3b76" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1st order moment - True : 0.0 , GAN : [0.]\n", "2nd order moment - True : 0.9856302798309596 , GAN : [0.02936224]\n", "3rd order moment - True : -0.00605446509242725 , GAN : [-0.00023131]\n", "4th order moment - True : 2.885943710252201 , GAN : [0.00236681]\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light", "tags": [] }, "output_type": "display_data" } ], "source": [ "noise = np.random.rand(10000,NOISE_DIM)\n", "generated_values = generator.predict(noise)\n", "plt.hist(generated_values,bins=100)\n", "\n", "true_gaussian = [np.random.randn() for x in range(10000)]\n", "\n", "print('1st order moment - ', 'True : ', scipy.stats.moment(true_gaussian, 1) , ', GAN :', scipy.stats.moment(generated_values,1))\n", "print('2nd order moment - ', 'True : ', scipy.stats.moment(true_gaussian, 2) , ', GAN :', scipy.stats.moment(generated_values,2))\n", "print('3rd order moment - ', 'True : ', scipy.stats.moment(true_gaussian, 3) , ', GAN :', scipy.stats.moment(generated_values,3))\n", "print('4th order moment - ', 'True : ', scipy.stats.moment(true_gaussian, 4) , ', GAN :', scipy.stats.moment(generated_values,4))\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "hB2-JTw-ApBQ" }, "source": [ "#### CONCLUSIONS\n", "\n", "1. GANs are able to learn a generative model from general noise distributions.\n", "\n", "2. Traditional GANs do not learn the higher-order moments well. Possible issues : Number of samples, approximating higher moments is hard. Usually known to under-predict higher order variances. For people interested in learning why, read more about divergence measures between distributions (particularly about Wasserstein etc.)" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "mgEBiyPFApBQ" }, "source": [ "### EXERCISE 2: MNIST GAN - Learn to generate MNIST digits" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "Uubh4vvaApBQ" }, "outputs": [], "source": [ "from keras.datasets import mnist\n", "from keras.utils import np_utils\n", "from keras.models import Sequential, Model\n", "from keras.layers import Input, Dense, Dropout, Activation, Flatten\n", "from keras.layers.advanced_activations import LeakyReLU\n", "from keras.optimizers import Adam, RMSprop\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import random\n", "from tqdm import tqdm_notebook\n", "\n", "# Dataset of 60,000 28x28 grayscale images of the 10 digits, along with a test set of 10,000 images.\n", "(X_train, Y_train), (X_test, Y_test) = mnist.load_data()" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "OdsNHyiLApBS" }, "source": [ "Re-scale data since we are using ReLU activations. WHY ?" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "WEnsFkkYApBT" }, "outputs": [], "source": [ "X_train = X_train.reshape(60000, 784)\n", "X_test = X_test.reshape(10000, 784)\n", "X_train = X_train.astype('float32')/255\n", "X_test = X_test.astype('float32')/255" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "FuC5kb8hApBV" }, "source": [ "Set noise dimension \n", "\n", "**EXERCISE** : Play around with different noise dimensions and plot the performance with respect to the size of the noise vector." ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "j9UAi3jjApBW" }, "outputs": [], "source": [ "z_dim = 100" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "JyiUJ5MkApBY" }, "source": [ "### BUILD MODEL\n", "\n", "We are using LeakyReLU activations. \n", "\n", "We will build: (a) Generator; (b) Discriminator; and (c) GAN as feed-forward networks with multiple layers, dropout, and LeakyReLU as the activation function." ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 265 }, "colab_type": "code", "id": "eDF20dksApBZ", "outputId": "539d7550-2265-43e5-976c-4d3f1492d0fe" }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light", "tags": [] }, "output_type": "display_data" } ], "source": [ "def leakyReLU(x,neg_scale=0.01):\n", " if x > 0:\n", " return x\n", " else:\n", " return neg_scale*x\n", "\n", "std_relu = []\n", "leaky_relu = []\n", "\n", "std_relu = [leakyReLU(x,neg_scale=0) for x in np.linspace(-100,100,10000)]\n", "leaky_relu = [leakyReLU(x,neg_scale=0.1) for x in np.linspace(-100,100,10000)]\n", "\n", "plt.plot(np.linspace(-100,100,10000),std_relu, label='standard_RELU')\n", "plt.plot(np.linspace(-100,100,10000),leaky_relu, label='leaky_RELU')\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "-hQI9084ApBa" }, "outputs": [], "source": [ "#@title\n", "adam = Adam(lr=0.0002, beta_1=0.5)\n", "\n", "\n", "# (a) GENERATOR\n", "g = Sequential()\n", "g.add(Dense(256, input_dim=z_dim, activation=LeakyReLU(alpha=0.2)))\n", "g.add(Dense(512, activation=LeakyReLU(alpha=0.2)))\n", "g.add(Dense(1024, activation=LeakyReLU(alpha=0.2)))\n", "g.add(Dense(784, activation='sigmoid')) # Values between 0 and 1\n", "g.compile(loss='binary_crossentropy', optimizer=adam, metrics=['accuracy'])\n", "\n", "# (b) DISCRIMINATOR\n", "d = Sequential()\n", "d.add(Dense(1024, input_dim=784, activation=LeakyReLU(alpha=0.2)))\n", "d.add(Dropout(0.3))\n", "d.add(Dense(512, activation=LeakyReLU(alpha=0.2)))\n", "d.add(Dropout(0.3))\n", "d.add(Dense(256, activation=LeakyReLU(alpha=0.2)))\n", "d.add(Dropout(0.3))\n", "d.add(Dense(1, activation='sigmoid')) # Values between 0 and 1\n", "d.compile(loss='binary_crossentropy', optimizer=adam, metrics=['accuracy'])\n", "\n", "# (c) GAN\n", "d.trainable = False\n", "inputs = Input(shape=(z_dim, ))\n", "hidden = g(inputs)\n", "output = d(hidden)\n", "gan = Model(inputs, output)\n", "gan.compile(loss='binary_crossentropy', optimizer=adam, metrics=['accuracy'])" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "Ku2l6FzsApBb" }, "source": [ "Plot losses and generated images preiodically to monitor what the model does." ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "Vu0mQHqSApBc" }, "outputs": [], "source": [ "def plot_loss(losses):\n", " \"\"\"\n", " @losses.keys():\n", " 0: loss\n", " 1: accuracy\n", " \"\"\"\n", " d_loss = [v[0] for v in losses[\"D\"]]\n", " g_loss = [v[0] for v in losses[\"G\"]]\n", " \n", " plt.figure(figsize=(10,8))\n", " plt.plot(d_loss, label=\"Discriminator loss\")\n", " plt.plot(g_loss, label=\"Generator loss\")\n", " plt.xlabel('Epochs')\n", " plt.ylabel('Loss')\n", " plt.legend()\n", " plt.show()\n", " \n", "def plot_generated(n_ex=10, dim=(1, 10), figsize=(12, 2)):\n", " noise = np.random.normal(0, 1, size=(n_ex, z_dim))\n", " generated_images = g.predict(noise)\n", " generated_images = generated_images.reshape(n_ex, 28, 28)\n", "\n", " plt.figure(figsize=figsize)\n", " for i in range(generated_images.shape[0]):\n", " plt.subplot(dim[0], dim[1], i+1)\n", " plt.imshow(generated_images[i], interpolation='nearest', cmap='gray_r')\n", " plt.axis('off')\n", " plt.tight_layout()\n", " plt.show()" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "DHtDWoKWApBd" }, "source": [ "### TRAIN THE MODEL\n", "\n", "Generate noise, feed into generator, compare them with discriminator, train the GAN and REPEAT." ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": {}, "colab_type": "code", "id": "MPUzyZLLApBd" }, "outputs": [], "source": [ "losses = {\"D\":[], \"G\":[]}\n", "\n", "def train(epochs=1, plt_frq=1, BATCH_SIZE=128):\n", " batchCount = int(X_train.shape[0] / BATCH_SIZE)\n", " print('Epochs:', epochs)\n", " print('Batch size:', BATCH_SIZE)\n", " print('Batches per epoch:', batchCount)\n", " \n", " for e in tqdm_notebook(range(1, epochs+1)):\n", " if e == 1 or e%plt_frq == 0:\n", " print('-'*15, 'Epoch %d' % e, '-'*15)\n", " \n", " for _ in range(batchCount): # tqdm_notebook(range(batchCount), leave=False):\n", " # Create a batch by drawing random index numbers from the training set\n", " image_batch = X_train[np.random.randint(0, X_train.shape[0], size=BATCH_SIZE)]\n", " # Create noise vectors for the generator\n", " noise = np.random.normal(0, 1, size=(BATCH_SIZE, z_dim))\n", " \n", " # Generate the images from the noise\n", " generated_images = g.predict(noise)\n", " X = np.concatenate((image_batch, generated_images))\n", " # Create labels\n", " y = np.zeros(2*BATCH_SIZE)\n", " y[:BATCH_SIZE] = 0.9 # One-sided label smoothing\n", "\n", " # Train discriminator on generated images\n", " d.trainable = True\n", " d_loss = d.train_on_batch(X, y)\n", "\n", " # Train generator\n", " noise = np.random.normal(0, 1, size=(BATCH_SIZE, z_dim))\n", " y2 = np.ones(BATCH_SIZE)\n", " d.trainable = False\n", " g_loss = gan.train_on_batch(noise, y2)\n", "\n", " # Only store losses from final\n", " losses[\"D\"].append(d_loss)\n", " losses[\"G\"].append(g_loss)\n", "\n", " # Update the plots\n", " if e == 1 or e%plt_frq == 0:\n", " plot_generated()\n", " plot_loss(losses)" ] }, { "cell_type": "code", "execution_count": 0, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000, "referenced_widgets": [ "8ba20e173b06484da22fcb45dbdeccf3", "2612530724f14b729fe2333e8fcab721", "6cb1f9bd698f43978e0cd00c74ebbbcb", "da4271c58b044199bf1307e93c165240", "59322cbe7d3246d586820229d9c82577", "6720b82ccb83470bbae5162f8ff8c771", "1a39352c039a4e29afd4c90ec23d9e52", "645d53c2482841b69478de1f42410715" ] }, "colab_type": "code", "id": "znETZnGYApBf", "outputId": "a761a728-5e0f-4eee-d727-56dcf01ce2ae" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Epochs: 200\n", "Batch size: 128\n", "Batches per epoch: 468\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "8ba20e173b06484da22fcb45dbdeccf3", "version_major": 2, "version_minor": 0 }, "text/plain": [ "HBox(children=(IntProgress(value=0, max=200), HTML(value='')))" ] }, "metadata": { "tags": [] }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "--------------- Epoch 1 ---------------\n" ] }, { "ename": "FailedPreconditionError", "evalue": "ignored", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mFailedPreconditionError\u001b[0m Traceback (most recent call last)", "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mtrain\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mepochs\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m200\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mplt_frq\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m40\u001b[0m\u001b[0;34m,\u001b[0m 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Expected {}.\".format(\n\u001b[1;32m 1644\u001b[0m list(kwargs.keys()), list(self._arg_keywords)))\n\u001b[0;32m-> 1645\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_call_flat\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcaptured_inputs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcancellation_manager\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1646\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1647\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0m_filtered_call\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/tensorflow/python/eager/function.py\u001b[0m in \u001b[0;36m_call_flat\u001b[0;34m(self, args, captured_inputs, cancellation_manager)\u001b[0m\n\u001b[1;32m 1744\u001b[0m \u001b[0;31m# No tape is watching; skip to running the function.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1745\u001b[0m return self._build_call_outputs(self._inference_function.call(\n\u001b[0;32m-> 1746\u001b[0;31m ctx, args, cancellation_manager=cancellation_manager))\n\u001b[0m\u001b[1;32m 1747\u001b[0m forward_backward = self._select_forward_and_backward_functions(\n\u001b[1;32m 1748\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/tensorflow/python/eager/function.py\u001b[0m in \u001b[0;36mcall\u001b[0;34m(self, ctx, args, cancellation_manager)\u001b[0m\n\u001b[1;32m 596\u001b[0m \u001b[0minputs\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 597\u001b[0m \u001b[0mattrs\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mattrs\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 598\u001b[0;31m ctx=ctx)\n\u001b[0m\u001b[1;32m 599\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 600\u001b[0m outputs = execute.execute_with_cancellation(\n", "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/tensorflow/python/eager/execute.py\u001b[0m in \u001b[0;36mquick_execute\u001b[0;34m(op_name, num_outputs, inputs, attrs, ctx, name)\u001b[0m\n\u001b[1;32m 58\u001b[0m \u001b[0mctx\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mensure_initialized\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 59\u001b[0m tensors = pywrap_tfe.TFE_Py_Execute(ctx._handle, device_name, op_name,\n\u001b[0;32m---> 60\u001b[0;31m inputs, attrs, num_outputs)\n\u001b[0m\u001b[1;32m 61\u001b[0m \u001b[0;32mexcept\u001b[0m \u001b[0mcore\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_NotOkStatusException\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 62\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mname\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;31mFailedPreconditionError\u001b[0m: Error while reading resource variable _AnonymousVar221 from Container: localhost. This could mean that the variable was uninitialized. 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