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)<br>\nUsing GANs to Create Art - Monet CycleGan Project\n\nPreface\n\n- The project was created as part of \"Advanced Deep Learning\" of our deep learning specialization.\n- The model takes part of the \"I’m Something of a Painter Myself\" Kaggle competition: https://www.kaggle.com/competitions/gan-getting-started\n- The model was created using the following resources:\n - Based on our on research.\n - The knowledge we gained from Dr Moshe Butman the facultiy.\n - Information from a known research paper named \"Unpaired Image-to-Image Translation using Cycle-Consistent Adversarial Networks\". The research was published by Berkeley AI Research (BAIR) laboratory, Link: https://arxiv.org/pdf/1703.10593.pdf .\n - Information from a research paper \"CycleGAN with Better Cycles\" by Tongzhou Wang and Yihan Lin, Link:https://www.tongzhouwang.info/better_cycles/report.pdf .\n - The model was trained on RTX 4090 GPU.\n\n![4.png](data:image/png;base64,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)<br>\nWritten by:\n- Itamar Kirsch\n- Liel Pargamentnik\n- Chen Shiri\n- Matan Ofri","metadata":{"id":"Zv7MOwnYIAA1"}},{"cell_type":"markdown","source":"# Part 1 - Libraries and Requirements","metadata":{"id":"VGyqOSIqH2KN"}},{"cell_type":"markdown","source":"## 1.1 Importing the libraries","metadata":{"id":"7azQxIHVICQR"}},{"cell_type":"code","source":"import tensorflow as tf\nimport keras as ker\nimport numpy as np\nimport os\nimport cv2\nimport glob\nfrom tensorflow.keras import backend as K\nfrom tensorflow.keras import initializers, layers, Input, backend, Model, losses, optimizers\nfrom tensorflow.keras.layers import Conv2D, Conv2DTranspose, ReLU, Add, Activation ,Concatenate, LeakyReLU,GroupNormalization\nfrom tensorflow.keras.models import Sequential\nfrom tensorflow.keras.preprocessing.image import ImageDataGenerator\nfrom tensorflow.keras.optimizers import Adam\nfrom tensorflow.keras.losses import BinaryCrossentropy\nfrom tensorflow.keras.initializers import RandomNormal\nfrom tensorflow.keras.metrics import BinaryAccuracy\nfrom tensorflow.keras.utils import register_keras_serializable\nfrom tensorflow.keras.callbacks import Callback\nfrom matplotlib import pyplot as plt\nfrom numpy import load ,ones ,zeros ,asarray\nfrom numpy.random import randint\nimport cv2 as cv2_imshow\nimport matplotlib.pyplot as plt\nfrom random import random\nimport random as rand\n#import tensorflow_addons as tfa\nfrom kaggle_datasets import KaggleDatasets\nfrom tensorflow.keras.utils import plot_model\n#Saving the output\nfrom tqdm import tqdm\nimport zipfile","metadata":{"id":"vE7N_Uj4BAgc","outputId":"844c5d6d-093f-4266-b26e-dbf9cf8dbedd","execution":{"iopub.status.busy":"2024-03-18T21:06:07.618680Z","iopub.execute_input":"2024-03-18T21:06:07.619336Z","iopub.status.idle":"2024-03-18T21:06:20.380539Z","shell.execute_reply.started":"2024-03-18T21:06:07.619299Z","shell.execute_reply":"2024-03-18T21:06:20.379559Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# 1.2 InstanceNormalization Class\nhttps://github.com/tensorflow/addons/blob/3380b3ccf906f20dbef49c05906e6b6dabf479cf/tensorflow_addons/layers/normalizations.py#L297","metadata":{}},{"cell_type":"code","source":"class InstanceNormalization(GroupNormalization):\n    \"\"\"Instance normalization layer.\n\n    Instance Normalization is an specific case of ```GroupNormalization```since\n    it normalizes all features of one channel. The Groupsize is equal to the\n    channel size. Empirically, its accuracy is more stable than batch norm in a\n    wide range of small batch sizes, if learning rate is adjusted linearly\n    with batch sizes.\n\n    Arguments\n        axis: Integer, the axis that should be normalized.\n        epsilon: Small float added to variance to avoid dividing by zero.\n        center: If True, add offset of `beta` to normalized tensor.\n            If False, `beta` is ignored.\n        scale: If True, multiply by `gamma`.\n            If False, `gamma` is not used.\n        beta_initializer: Initializer for the beta weight.\n        gamma_initializer: Initializer for the gamma weight.\n        beta_regularizer: Optional regularizer for the beta weight.\n        gamma_regularizer: Optional regularizer for the gamma weight.\n        beta_constraint: Optional constraint for the beta weight.\n        gamma_constraint: Optional constraint for the gamma weight.\n\n    Input shape\n        Arbitrary. Use the keyword argument `input_shape`\n        (tuple of integers, does not include the samples axis)\n        when using this layer as the first layer in a model.\n\n    Output shape\n        Same shape as input.\n\n    References\n        - [Instance Normalization: The Missing Ingredient for Fast Stylization]\n        (https://arxiv.org/abs/1607.08022)\n    \"\"\"\n\n    def __init__(self, **kwargs):\n        if \"groups\" in kwargs:\n            logging.warning(\"The given value for groups will be overwritten.\")\n\n        kwargs[\"groups\"] = -1\n        super().__init__(**kwargs)\n","metadata":{"execution":{"iopub.status.busy":"2024-03-18T21:06:32.641621Z","iopub.execute_input":"2024-03-18T21:06:32.642257Z","iopub.status.idle":"2024-03-18T21:06:32.649515Z","shell.execute_reply.started":"2024-03-18T21:06:32.642226Z","shell.execute_reply":"2024-03-18T21:06:32.648581Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 1.3 Hyperparameters  ","metadata":{"id":"0UyUxfA4IgtE"}},{"cell_type":"code","source":"img_height = 320\nimg_width = 320\nimg_channels = 3\nbatch_size = 4\nepochs = 100\nlearning_rate=0.0002\nbeta_val=0.5\nimg_shape = (img_width, img_height, img_channels)\nnum_of_resnet_blocks = 12\nprint(\"Done\")    ","metadata":{"id":"2_-_ZdYtEy8u","execution":{"iopub.status.busy":"2024-03-18T21:06:55.280050Z","iopub.execute_input":"2024-03-18T21:06:55.280762Z","iopub.status.idle":"2024-03-18T21:06:55.286224Z","shell.execute_reply.started":"2024-03-18T21:06:55.280732Z","shell.execute_reply":"2024-03-18T21:06:55.285208Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"---\n# Part 2- Implementing the blocks, Layers","metadata":{"id":"977uC5cWLNie"}},{"cell_type":"markdown","source":"## 2.1 Reflection Padding Layer\nWe have used the code from keras documentation in order to implement the reflection padding layers. </br>\nLink: https://keras.io/examples/generative/cyclegan/","metadata":{"id":"8xbzilNGO6DL"}},{"cell_type":"code","source":"class ReflectionPadding2D(layers.Layer):\n    def __init__(self, padding=(1, 1), **kwargs):\n        self.padding = tuple(padding)\n        super().__init__(**kwargs)\n\n    # Override in Layer\n    def call(self, input_tensor, mask=None):\n        padding_width, padding_height = self.padding\n        padding_tensor = [\n            [0, 0],\n            [padding_height, padding_height],\n            [padding_width, padding_width],\n            [0, 0],\n        ]\n        return tf.pad(input_tensor, padding_tensor, mode=\"REFLECT\")\nprint(\"Done\")    ","metadata":{"execution":{"iopub.status.busy":"2024-03-18T21:06:58.109946Z","iopub.execute_input":"2024-03-18T21:06:58.110312Z","iopub.status.idle":"2024-03-18T21:06:58.117726Z","shell.execute_reply.started":"2024-03-18T21:06:58.110283Z","shell.execute_reply":"2024-03-18T21:06:58.116650Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 2.2 Implementing the blocks for the generator\n\n- The **Encoder Block** is designed to downsample the input layer, extracting and compressing features through convolution, and optionally applying instance normalization for consistent feature scaling, followed by a ReLU activation for non-linearity.\n- The **ResNet Block** enhances feature representation without increasing the depth or complexity significantly by applying a series of convolutions within a residual learning framework, allowing the input to be directly added to the output, which helps mitigate the vanishing gradient problem in deep networks.\n- The **Decoder Block** performs the inverse operation of the encoder, upsampling the input layer and reconstructing the image or feature map dimensions through transposed convolution, with optional instance normalization and ReLU activation to maintain feature consistency and non-linearity.\n- The **Resized Convolution Block** increases the spatial dimensions of the input layer through bilinear resizing and symmetric padding, followed by convolutions to refine the upscaled features, optionally applying instance normalization and ReLU activation to ensure feature normalization and introduce non-linearity.","metadata":{"id":"B-Y_2DvZkrJ7"}},{"cell_type":"code","source":"conv_initializer = tf.random_normal_initializer(mean=0.0, stddev=0.02)\ngamma_initializer = tf.keras.initializers.RandomNormal(mean=0.0, stddev=0.02)\n\n# Encoder Block\ndef encoder_block(input_layer, filters, size=3, strides=2, apply_instancenorm=True, activation=ker.layers.ReLU(), name='encoder'):\n    enc_layer = ker.layers.Conv2D(filters, size,\n                     strides=strides,\n                     padding='same',\n                     use_bias=False,\n                     kernel_initializer=conv_initializer,\n                     name=f'block-{name}')(input_layer)\n\n    if apply_instancenorm:\n        enc_layer = InstanceNormalization(gamma_initializer=gamma_initializer)(enc_layer)\n    enc_layer = activation(enc_layer)\n    return enc_layer\n\n# Resnet Block\ndef resnet_block(input_layer, size=3, strides=1, name='resnet'):\n    filters = input_layer.shape[-1]\n    res_layer = ReflectionPadding2D()(input_layer)\n    res_layer = ker.layers.Conv2D(filters, size,\n                     strides=strides,\n                     padding='valid',\n                     use_bias=False,\n                     kernel_initializer=conv_initializer,\n                     name=f'block-{name}_1')(res_layer)\n    res_layer = ker.layers.ReLU()(res_layer)\n    res_layer = ReflectionPadding2D()(res_layer)\n    res_layer = ker.layers.Conv2D(filters, size,\n                     strides=strides,\n                     padding='valid',\n                     use_bias=False,\n                     kernel_initializer=conv_initializer,\n                     name=f'block-{name}_2')(res_layer)\n    res_layer = ker.layers.Add()([res_layer, input_layer])\n    return res_layer\n\n# Decoder Block\ndef decoder_block(input_layer, filters, size=3, strides=2, apply_instancenorm=True, name='decoder'):\n    dec_layer = ker.layers.Conv2DTranspose(filters, size,\n                              strides=strides,\n                              padding='same',\n                              use_bias=False,\n                              kernel_initializer=conv_initializer,\n                              name=f'block-{name}')(input_layer)\n\n    if apply_instancenorm:\n        dec_layer = InstanceNormalization(gamma_initializer=gamma_initializer)(dec_layer)\n    dec_layer = ker.layers.ReLU()(dec_layer)\n    return dec_layer\n\n# Resized convolution Block\ndef resized_conv_block(input_layer, filters, size=3, strides=1, apply_instancenorm=True, name='resized_conv'):\n    rescon_layer = tf.image.resize(images=input_layer, method='bilinear', size=(input_layer.shape[1]*2, input_layer.shape[2]*2))\n\n    rescon_layer = tf.pad(rescon_layer, [[0, 0], [1, 1], [1, 1], [0, 0]], \"SYMMETRIC\")\n    rescon_layer = ker.layers.Conv2D(filters, size, strides=strides, padding='valid', use_bias=False)(rescon_layer)\n    rescon_layer = ker.layers.Conv2D(filters, size,\n                     strides=strides,\n                     padding='same',\n                     use_bias=False,\n                     kernel_initializer=conv_initializer,\n                     name=f'block-{name}')(rescon_layer)\n\n    if apply_instancenorm:\n        rescon_layer = InstanceNormalization(gamma_initializer=gamma_initializer)(rescon_layer)\n    rescon_layer = ker.layers.ReLU()(rescon_layer)\n    return rescon_layer\nprint(\"Done\")","metadata":{"id":"hcCul_SOTPFD","execution":{"iopub.status.busy":"2024-03-18T21:07:40.486767Z","iopub.execute_input":"2024-03-18T21:07:40.487456Z","iopub.status.idle":"2024-03-18T21:07:40.507750Z","shell.execute_reply.started":"2024-03-18T21:07:40.487420Z","shell.execute_reply":"2024-03-18T21:07:40.506629Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"---\n# Part 3 - Implementing the Generator and Descriminator Models","metadata":{"id":"jM1fsR0CNRpb"}},{"cell_type":"markdown","source":"## 3.1 Generator Model","metadata":{"id":"emRelwk4JPAc"}},{"cell_type":"code","source":"def generator(height=img_height, width=img_width, channels=img_channels, resnet_blocks=num_of_resnet_blocks):\n    # Input:\n    inputs = ker.layers.Input(shape=[height, width, channels], name='input_image')\n\n    # Encoder:\n    # 1 - (batch_size, 256, 256, 64)\n    enc_1 = encoder_block(inputs, 64,  7, 1, apply_instancenorm=False, activation=ker.layers.ReLU(), name='enc_1')\n    # 2 - (batch_size, 128, 128, 128)\n    enc_2 = encoder_block(enc_1, 128, 3, 2, apply_instancenorm=True, activation=ker.layers.ReLU(), name='enc_2')\n    # 3 - (batch_size, 64, 64, 256)\n    enc_3 = encoder_block(enc_2, 256, 3, 2, apply_instancenorm=True, activation=ker.layers.ReLU(), name='enc_3')\n\n    # Resnet:\n    # The value of \"resnet_blocks\" times, every Layer is (batch_size, 64, 64, 256)\n    res = enc_3\n    for i in range(resnet_blocks):\n        res = resnet_block(res, 3, 1, name=f'resnet_block_{i+1}')\n\n    # Decoder:\n    skip_con = ker.layers.Concatenate(name='enc_dec_skip_1')([res, enc_3])\n    # 1 - (batch_size, 128, 128, 128)\n    dec_1 = decoder_block(skip_con, 128, 3, 2, apply_instancenorm=True, name='block_1')\n    skip_con = ker.layers.Concatenate(name='enc_dec_skip_2')([dec_1, enc_2])\n    # 2 - (batch_size, 256, 256, 64)\n    dec_2 = decoder_block(skip_con, 64,  3, 2, apply_instancenorm=True, name='block_2')\n    skip_con = ker.layers.Concatenate(name='enc_dec_skip_3')([dec_2, enc_1])\n\n    # Output:\n    # 1 - (batch_size, 256, 256, 3)\n    outputs = last = ker.layers.Conv2D(channels, 7,\n                              strides=1, padding='same',\n                              kernel_initializer=conv_initializer,\n                              use_bias=False,\n                              activation='tanh',\n                              name='decoder_output_block')(skip_con)\n\n    generator = Model(inputs, outputs)\n    return generator\nprint(\"Done\")","metadata":{"id":"8GwQCyCxTM2F","execution":{"iopub.status.busy":"2024-03-18T21:08:06.206308Z","iopub.execute_input":"2024-03-18T21:08:06.206720Z","iopub.status.idle":"2024-03-18T21:08:06.218875Z","shell.execute_reply.started":"2024-03-18T21:08:06.206691Z","shell.execute_reply":"2024-03-18T21:08:06.217788Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Generator Model Layers Summary","metadata":{"id":"oCxRxYl9bqi-"}},{"cell_type":"code","source":"plot_model(generator(), to_file='/root/GeneratorModel.jpg', show_shapes=True)","metadata":{"id":"8wRNhLImb0gr","outputId":"842c14fe-bf97-4163-e6d8-fae2294526b2","execution":{"iopub.status.busy":"2024-03-18T21:08:16.794623Z","iopub.execute_input":"2024-03-18T21:08:16.795323Z","iopub.status.idle":"2024-03-18T21:08:18.763701Z","shell.execute_reply.started":"2024-03-18T21:08:16.795292Z","shell.execute_reply":"2024-03-18T21:08:18.762043Z"},"collapsed":true,"jupyter":{"outputs_hidden":true},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 3.2 Discriminator Model","metadata":{"id":"DXXssKpoJIBB"}},{"cell_type":"code","source":"def discriminator(height=img_height, width=img_width, channels=img_channels):\n    # Input:\n    inputs = ker.layers.Input(shape=[height, width, channels], name='input_image')\n    inputs_patch = tf.keras.layers.RandomCrop(height=70, width=70, name='input_image_patch')(inputs)\n\n   # Encoder:\n    # 1 - (batch_size, 128, 128, 64)\n    x = encoder_block(inputs_patch, 64,  4, 2, apply_instancenorm=False, activation=ker.layers.LeakyReLU(0.2), name='block_1')\n    # 2 - (batch_size, 64, 64, 128)\n    x = encoder_block(x, 128, 4, 2, apply_instancenorm=True, activation=ker.layers.LeakyReLU(0.2), name='block_2')\n    # 3 - (batch_size, 32, 32, 256)\n    x = encoder_block(x, 256, 4, 2, apply_instancenorm=True, activation=ker.layers.LeakyReLU(0.2), name='block_3')\n    # 4 - (batch_size, 32, 32, 512)\n    x = encoder_block(x, 512, 4, 1, apply_instancenorm=True, activation=ker.layers.LeakyReLU(0.2), name='block_4')\n\n    # Output:\n    # 1 - (batch_size, 29, 29, 1)\n    outputs = ker.layers.Conv2D(1, 4, strides=1, padding='valid', kernel_initializer=conv_initializer)(x)\n\n    discriminator = Model(inputs, outputs)\n    return discriminator\nprint(\"Done\")    ","metadata":{"id":"ikM_0sT-FrXq","execution":{"iopub.status.busy":"2024-03-18T21:08:49.960599Z","iopub.execute_input":"2024-03-18T21:08:49.960955Z","iopub.status.idle":"2024-03-18T21:08:49.970364Z","shell.execute_reply.started":"2024-03-18T21:08:49.960928Z","shell.execute_reply":"2024-03-18T21:08:49.969290Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Discriminator Model Layers Summary","metadata":{"id":"oWSYjGHFcLks"}},{"cell_type":"code","source":"plot_model(discriminator(), to_file='/root/DiscriminatorModel.jpg', show_shapes=True)","metadata":{"id":"uvDjVuGtcQgW","outputId":"98796f0e-6a17-40af-9d4e-53c1b68449bb","execution":{"iopub.status.busy":"2024-03-18T21:08:57.862546Z","iopub.execute_input":"2024-03-18T21:08:57.863415Z","iopub.status.idle":"2024-03-18T21:08:58.032082Z","shell.execute_reply.started":"2024-03-18T21:08:57.863380Z","shell.execute_reply":"2024-03-18T21:08:58.031122Z"},"collapsed":true,"jupyter":{"outputs_hidden":true},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"---\n# Part 4 - Data and Augmentation","metadata":{"id":"I9d1RRY4i5Bu"}},{"cell_type":"markdown","source":"## 4.1 Loading the data\nThe model was trained on 7038 \"normal\" images from the competition's dataset and an additional 1072 drawings by Monet from the following repository: https://efrosgans.eecs.berkeley.edu/cyclegan/datasets/monet2photo.zip.","metadata":{"id":"6algYvM62PPg"}},{"cell_type":"code","source":"!mkdir /root/data/\n!mkdir /root/data/images/\n!mkdir /root/data/monet/\n!cp -r /kaggle/input/gan-getting-started/photo_jpg /root/data/images/photo_jpg/\n!cp -r /kaggle/input/gan-getting-started/monet_jpg /root/data/monet/monet_jpg/\n\nnormal_photos = '/root/data/images/'\nmonet_photos = '/root/data/monet/'","metadata":{"id":"gc4XnHpHnSmU","execution":{"iopub.status.busy":"2024-03-18T21:33:24.925240Z","iopub.execute_input":"2024-03-18T21:33:24.926261Z","iopub.status.idle":"2024-03-18T21:33:35.981391Z","shell.execute_reply.started":"2024-03-18T21:33:24.926220Z","shell.execute_reply":"2024-03-18T21:33:35.980081Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 4.2 Initialization and Augmentation","metadata":{"id":"0fUw21o-2S8a"}},{"cell_type":"code","source":"def monet_prep(image):\n    image = tf.image.resize(image, size=[*(img_height, img_width)], method=tf.image.ResizeMethod.NEAREST_NEIGHBOR)\n    image = tf.image.random_crop(image, size=[*(img_height, img_width, img_channels)])\n    image = tf.cast(image, dtype=tf.float32)\n    image = (image / 127.5) - 1.0\n    return image\n\ndef normal_prep(image):\n    image = image.astype(np.float32) / 255.0\n    image = (image - 0.5) * 2\n    return image\n\ndatagen_normal = ImageDataGenerator(\n    horizontal_flip=True,\n    preprocessing_function=normal_prep,\n)\n\ndatagen_monet = ImageDataGenerator(\n    horizontal_flip=True,\n    preprocessing_function=monet_prep,\n)\n\nnormal_image_generator = datagen_normal.flow_from_directory(\n    normal_photos,\n    target_size=(img_height, img_width),\n    batch_size=batch_size,\n    class_mode='sparse',\n    shuffle=True\n)\n\nmonet_image_generator = datagen_monet.flow_from_directory(\n    monet_photos,\n    target_size=(img_height, img_width),\n    batch_size=batch_size,\n    class_mode='sparse',\n    shuffle=False\n)\n\nsteps = ((monet_image_generator.samples)//batch_size)","metadata":{"id":"ClRBkoUiYwN5","outputId":"01e92de0-adab-4c2b-e80a-ec6bedc4c2cd","execution":{"iopub.status.busy":"2024-03-18T21:34:40.353889Z","iopub.execute_input":"2024-03-18T21:34:40.354275Z","iopub.status.idle":"2024-03-18T21:34:40.549048Z","shell.execute_reply.started":"2024-03-18T21:34:40.354241Z","shell.execute_reply":"2024-03-18T21:34:40.548114Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"---\n# Part 5 - CycleGan Model\n- The model definition, written using the Keras documentation: https://keras.io/examples/generative/cyclegan/","metadata":{"id":"ZJMLijOuDTu3"}},{"cell_type":"markdown","source":"## 5.1 Creating the model","metadata":{"id":"2Hu96dDTN3vi"}},{"cell_type":"code","source":"# monet_generator transforms normal photos to Monet-esque paintings:\nmonet_generator = generator(height=None, width=None, resnet_blocks=num_of_resnet_blocks)\n# normal_generatort ransforms Monet paintings to be more like normal photos:\nnormal_generator = generator(height=None, width=None, resnet_blocks=num_of_resnet_blocks)\n# monet_discriminator differentiates real Monet paintings and generated Monet paintings:\nmonet_discriminator = discriminator(height=None, width=None)\n# normal_discriminator differentiates real photos and generated photos:\nnormal_discriminator = discriminator(height=None, width=None)\n\nclass CycleGan(Model):\n    def __init__(\n        self,\n        monet_generator,\n        normal_generator,\n        monet_discriminator,\n        normal_discriminator,\n        lambda_cycle=10,\n    ):\n        super(CycleGan, self).__init__()\n        self.monet_gen = monet_generator\n        self.normal_gen = normal_generator\n        self.monet_disc = monet_discriminator\n        self.normal_disc = normal_discriminator\n        self.lambda_cycle = lambda_cycle\n\n    # Override in Model\n    def compile(\n        self,\n        monet_gen_optimizer,\n        normal_gen_optimizer,\n        monet_disc_optimizer,\n        normal_disc_optimizer,\n        gen_loss,\n        disc_loss,\n        cycle_loss, # monet -> normal -> monet || normal -> monet -> normal\n        identity_loss\n    ):\n        super(CycleGan, self).compile()\n        self.monet_gen_optimizer = monet_gen_optimizer\n        self.normal_gen_optimizer = normal_gen_optimizer\n        self.monet_disc_optimizer = monet_disc_optimizer\n        self.normal_disc_optimizer = normal_disc_optimizer\n        self.gen_loss = calc_generator_loss\n        self.disc_loss = calc_discriminator_loss\n        self.cycle_loss = calc_cycle_loss\n        self.identity_loss = calc_identity_loss\n\n    # Override in Model\n    def train_step(self, batch_data):\n        real_monet, real_normal = batch_data\n\n        with tf.GradientTape(persistent=True) as tape:\n            # Normal photo to monet and back to normal photo\n            fake_monet = self.monet_gen(real_normal, training=True)\n            cycled_normal = self.normal_gen(fake_monet, training=True)\n\n            # Monet to normal photo and back to Monet\n            fake_normal = self.normal_gen(real_monet, training=True)\n            cycled_monet = self.monet_gen(fake_normal, training=True)\n\n            # generating itself\n            complex_monet = self.monet_gen(real_monet, training=True)\n            complex_normal = self.normal_gen(real_normal, training=True)\n\n            # discriminator used to check, inputing real images\n            disc_real_monet = self.monet_disc(real_monet, training=True)\n            disc_real_normal = self.normal_disc(real_normal, training=True)\n\n            # discriminator used to check, inputing fake images\n            disc_fake_monet = self.monet_disc(fake_monet, training=True)\n            disc_fake_normal = self.normal_disc(fake_normal, training=True)\n\n            # evaluates generator loss\n            monet_gen_loss = self.gen_loss(disc_fake_monet)\n            normal_gen_loss = self.gen_loss(disc_fake_normal)\n\n            # evaluates total cycle consistency loss\n            total_cycle_loss = self.cycle_loss(real_monet, cycled_monet, self.lambda_cycle) + self.cycle_loss(real_normal, cycled_normal, self.lambda_cycle)\n\n            # evaluates total generator loss\n            total_monet_gen_loss = monet_gen_loss + total_cycle_loss + self.identity_loss(real_monet, complex_monet, self.lambda_cycle)\n            total_normal_gen_loss = normal_gen_loss + total_cycle_loss + self.identity_loss(real_normal, complex_normal, self.lambda_cycle)\n\n            # evaluates discriminator loss\n            monet_disc_loss = self.disc_loss(disc_real_monet, disc_fake_monet)\n            normal_disc_loss = self.disc_loss(disc_real_normal, disc_fake_normal)\n\n            # Calculate the gradients for generator and discriminator\n            monet_generator_gradients = tape.gradient(total_monet_gen_loss, self.monet_gen.trainable_variables)\n            self.monet_gen_optimizer.apply_gradients(zip(monet_generator_gradients, self.monet_gen.trainable_variables))\n\n            normal_generator_gradients = tape.gradient(total_normal_gen_loss, self.normal_gen.trainable_variables)\n            self.normal_gen_optimizer.apply_gradients(zip(normal_generator_gradients, self.normal_gen.trainable_variables))\n\n            monet_discriminator_gradients = tape.gradient(monet_disc_loss, self.monet_disc.trainable_variables)\n            self.monet_disc_optimizer.apply_gradients(zip(monet_discriminator_gradients, self.monet_disc.trainable_variables))\n\n            normal_discriminator_gradients = tape.gradient(normal_disc_loss, self.normal_disc.trainable_variables)\n            self.normal_disc_optimizer.apply_gradients(zip(normal_discriminator_gradients, self.normal_disc.trainable_variables))\n\n\n        return {'monet_gen_loss': total_monet_gen_loss,\n                'photo_gen_loss': total_normal_gen_loss,\n                'monet_disc_loss': monet_disc_loss,\n                'photo_disc_loss': normal_disc_loss\n               }\nprint(\"Done\")    ","metadata":{"id":"2Y1Wc9FLDSFu","execution":{"iopub.status.busy":"2024-03-18T21:34:58.773792Z","iopub.execute_input":"2024-03-18T21:34:58.774355Z","iopub.status.idle":"2024-03-18T21:34:59.394364Z","shell.execute_reply.started":"2024-03-18T21:34:58.774325Z","shell.execute_reply":"2024-03-18T21:34:59.393317Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 5.2 Calculating Loss Values","metadata":{"id":"15hHq6tKCCsU"}},{"cell_type":"markdown","source":"About the loss:\n- **Discriminator Loss** (calc_discriminator_loss): The discriminator's goal is to distinguish between real and generated (fake) images.\nThe discriminator loss consists of two parts:\n 1. **Real Loss**: Measures how well the discriminator is able to recognize real images. It compares the discriminator's predictions for real images to an array of ones (since real images should ideally yield a score close to 1).\n\n 2. **Generated Loss**: Assesses the discriminator's ability to identify generated images. It compares the discriminator's predictions for generated images to an array of zeros (since generated images should ideally yield a score close to 0).\n\n - **The total discriminator loss** is the average of these two losses, encouraging the discriminator to correctly classify real and generated images.\n\n- **Generator Loss** (calc_generator_loss): The generator's objective is to create images that are indistinguishable from real images. The generator loss measures how well the generated images fool the discriminator by comparing the discriminator's predictions for generated images to an array of ones. A lower generator loss indicates that the generator is producing more realistic images.\n\n- **Cycle Loss** (calc_cycle_loss): This loss is specific to CycleGANs or similar models where the goal includes not just one-way translation (e.g., normal to Monet) but also a reverse translation (e.g., Monet back to normal) to ensure consistency. The cycle loss measures the difference between an original image and a \"cycled\" image (an image that has been translated and then translated back). It encourages the preservation of content through the translation processes. The loss in the original paper is MAE, we choose to follow the loss of the second paper \"CycleGAN with Better Cycles\" that uses MSE.\n\n- **Identity Loss** (calc_identity_loss): This loss is used to preserve color composition between the input and output images. When an image from the target domain is fed into the generator, the identity loss measures how much the generator changes this image. The idea is that if the generator is shown an image already in the target style, it should not change the image much.\n","metadata":{"id":"ELg5vQMo1pea"}},{"cell_type":"code","source":"def calc_discriminator_loss(real, generated):\n  real_loss = losses.BinaryCrossentropy(from_logits=True, reduction=losses.Reduction.NONE)(tf.ones_like(real), real)\n  generated_loss = losses.BinaryCrossentropy(from_logits=True, reduction=losses.Reduction.NONE)(tf.zeros_like(generated), generated)\n  return (real_loss + generated_loss) * 0.5\n\ndef calc_generator_loss(generated):\n  return losses.BinaryCrossentropy(from_logits=True, reduction=losses.Reduction.NONE)(tf.ones_like(generated), generated)\n\ndef calc_cycle_loss(real_image, cycled_image, Lambda):\n  loss = tf.reduce_mean(tf.square(real_image - cycled_image))\n  return Lambda * loss\n\ndef calc_identity_loss(real_image, complex_image, Lambda):\n  loss = tf.reduce_mean(tf.abs(real_image - complex_image))\n  return Lambda * loss * 0.5\n\nprint(\"Done\")","metadata":{"id":"s8xPctSpXdz-","execution":{"iopub.status.busy":"2024-03-18T21:35:21.904024Z","iopub.execute_input":"2024-03-18T21:35:21.904802Z","iopub.status.idle":"2024-03-18T21:35:21.913290Z","shell.execute_reply.started":"2024-03-18T21:35:21.904769Z","shell.execute_reply":"2024-03-18T21:35:21.912256Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 5.3 Optimizers and Compilation\n- Based on the first article \"Unpaired Image-to-Image Translation using Cycle-Consistent Adversarial Networks\", we choose to use the optimizer Adam with a change of two default values: learning rate, beta 1.","metadata":{"id":"d-cw0xGwN87q"}},{"cell_type":"code","source":"monet_generator_optimizer = optimizers.Adam(learning_rate=learning_rate, beta_1=beta_val)\nnormal_generator_optimizer = optimizers.Adam(learning_rate=learning_rate, beta_1=beta_val)\n\nmonet_discriminator_optimizer = optimizers.Adam(learning_rate=learning_rate, beta_1=beta_val)\nnormal_discriminator_optimizer = optimizers.Adam(learning_rate=learning_rate, beta_1=beta_val)\n\ngan_model = CycleGan(monet_generator, normal_generator, monet_discriminator, normal_discriminator)\ngan_model.compile(monet_gen_optimizer=monet_generator_optimizer,\n                  normal_gen_optimizer=normal_generator_optimizer,\n                  monet_disc_optimizer=monet_discriminator_optimizer,\n                  normal_disc_optimizer=normal_discriminator_optimizer,\n                  gen_loss=calc_generator_loss,\n                  disc_loss=calc_identity_loss,\n                  cycle_loss=calc_cycle_loss,\n                  identity_loss=calc_discriminator_loss\n                  )\ngan_model.built = True\nprint(\"Done\")","metadata":{"id":"72I8h_SpXkgV","execution":{"iopub.status.busy":"2024-03-18T21:35:50.650526Z","iopub.execute_input":"2024-03-18T21:35:50.650921Z","iopub.status.idle":"2024-03-18T21:35:50.676767Z","shell.execute_reply.started":"2024-03-18T21:35:50.650890Z","shell.execute_reply":"2024-03-18T21:35:50.675819Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 5.4 Reduce Linearly Learning Rate\n- This function reduces the learning rate at every epoch starting from the defined epoch.\n- We choose to start reducing the learning rate at around epoke 50. The quality of the photos created by Monet Generator has started decresing.","metadata":{"id":"I_G3rVaIEfDk"}},{"cell_type":"code","source":"\"\"\"\nselected_epoch = 45\nclass LinearLRScheduler(tf.keras.callbacks.Callback):\n    def __init__(self, optimizer, initial_lr, epoch_to_reduce):\n        super(LinearLRScheduler, self).__init__()\n        self.optimizer = optimizer\n        self.initial_lr = initial_lr\n        self.epoch_to_reduce = epoch_to_reduce\n\n    # Override in Callback\n    def on_epoch_begin(self, epoch, logs=None):\n        print(\"current lr is\",print(K.eval(self.optimizer.learning_rate)))\n        if epoch >= self.epoch_to_reduce:\n            new_lr = self.initial_lr * (1 - (epoch - self.epoch_to_reduce) / (self.params['epochs'] - self.epoch_to_reduce))\n            tf.keras.backend.set_value(self.optimizer.learning_rate, new_lr)\n            print(\"changed lr is\",print(K.eval(self.optimizer.learning_rate)))\nlinear_lr_scheduler_monet_gen = LinearLRScheduler(monet_generator_optimizer, initial_lr=learning_rate, epoch_to_reduce=selected_epoch)\nlinear_lr_scheduler_photo_gen = LinearLRScheduler(normal_generator_optimizer, initial_lr=learning_rate, epoch_to_reduce=selected_epoch)\nlinear_lr_scheduler_monet_disc = LinearLRScheduler(monet_discriminator_optimizer, initial_lr=learning_rate, epoch_to_reduce=selected_epoch)\nlinear_lr_scheduler_photo_disc = LinearLRScheduler(normal_discriminator_optimizer, initial_lr=learning_rate, epoch_to_reduce=selected_epoch)\n\"\"\"","metadata":{"id":"5qGCatyx3Gct","execution":{"iopub.status.busy":"2024-03-18T20:20:11.726644Z","iopub.execute_input":"2024-03-18T20:20:11.727503Z","iopub.status.idle":"2024-03-18T20:20:11.736323Z","shell.execute_reply.started":"2024-03-18T20:20:11.727465Z","shell.execute_reply":"2024-03-18T20:20:11.735257Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"---\n# Part 5 -Training of the model","metadata":{"id":"aVyY4H6QFH1j"}},{"cell_type":"code","source":"\"\"\"\ndef get_from_directory(monet_generator, normal_generator, steps_per_epoch):\n    while True:\n        monet_images = monet_image_generator.next()[0]\n        normal_images = normal_image_generator.next()[0]\n        yield (monet_images, normal_images)\n\nplotter = GANMonitor()\ncheckpoint_filepath = \"/content/MonetModels11/cyclegan_checkpoints.{epoch:03d}\"\nmodel_checkpoint_callback = ker.callbacks.ModelCheckpoint(filepath=checkpoint_filepath, save_weights_only=True)\n\ngan_model.fit(\n    get_from_directory(monet_image_generator, normal_image_generator, steps),\n    epochs=epochs,\n    steps_per_epoch=steps,\n    callbacks=[plotter, linear_lr_scheduler_monet_gen, linear_lr_scheduler_photo_gen,\n               linear_lr_scheduler_monet_disc, linear_lr_scheduler_photo_disc, model_checkpoint_callback],\n)\n\"\"\"","metadata":{"id":"xIJo8SahXoc7","trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"---\n# Part 6 - Testing the model","metadata":{"id":"eMd9_XwUTXD4"}},{"cell_type":"markdown","source":"## 6.1 - Loading the model weights\nIt is possible to load the weights file that is attached to the Kaggle project.","metadata":{"id":"ZlT6CGHNUdtY"}},{"cell_type":"code","source":"gan_model.load_weights(\"/kaggle/input/monet/keras/v1/1/FinalWights.h5\")","metadata":{"id":"0-_elQrOUqGw","execution":{"iopub.status.busy":"2024-03-18T21:40:19.990813Z","iopub.execute_input":"2024-03-18T21:40:19.991213Z","iopub.status.idle":"2024-03-18T21:40:21.604764Z","shell.execute_reply.started":"2024-03-18T21:40:19.991181Z","shell.execute_reply":"2024-03-18T21:40:21.603966Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## 6.2 - Testing the model on normal generic images","metadata":{"id":"qRFzk0keUuFi"}},{"cell_type":"markdown","source":"**Note:** The model was written to create images in the size of 320x320 as instructed the faculty Lecturer","metadata":{"id":"odviUqpvSrAY"}},{"cell_type":"code","source":"\n\nsrcimg = cv2.imread(\"/kaggle/input/gan-getting-started/photo_jpg/009d534136.jpg\")\nimg = cv2.resize(srcimg, (img_height, img_width))\nimg = img.astype('float32')\nimg = (img - 127.5) / 127.5\nimg = np.expand_dims(img, axis=0)\noutimg = gan_model.monet_gen(img, training=False)\noutimg = (outimg.numpy() * 127.5 + 127.5).astype(np.uint8)\nplt.figure(figsize=(10, 5))\nplt.subplot(1, 2, 1)\nplt.title('Normal Image')\n# Change \"srcimg\" to \"cropped_img\":\nplt.imshow(cv2.cvtColor(srcimg, cv2.COLOR_BGR2RGB))\nplt.axis('off')\nplt.subplot(1, 2, 2)\nplt.title('Monet Image')\nplt.imshow(cv2.cvtColor(outimg[0], cv2.COLOR_BGR2RGB))\nplt.axis('off')\nplt.show()","metadata":{"execution":{"iopub.status.busy":"2024-03-18T21:40:49.825369Z","iopub.execute_input":"2024-03-18T21:40:49.825738Z","iopub.status.idle":"2024-03-18T21:40:53.046026Z","shell.execute_reply.started":"2024-03-18T21:40:49.825709Z","shell.execute_reply":"2024-03-18T21:40:53.045023Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Prediction and Creating submission file","metadata":{}},{"cell_type":"code","source":"import zipfile\n\ndirectory = \"/kaggle/input/gan-getting-started/photo_jpg/\"\noutput_directory = \"/kaggle/working/\"\nzip_filename = os.path.join(output_directory, \"images.zip\")\n\nwith zipfile.ZipFile(zip_filename, 'w') as myzip:\n    all_photos = os.listdir(directory)\n    for filename in all_photos:\n        try:\n            srcimg = cv2.imread(os.path.join(directory, filename))\n            if srcimg is None:\n                continue\n\n            img = cv2.resize(srcimg, (256, 256))\n            img = img.astype('float32')\n            img = (img - 127.5) / 127.5\n            img = np.expand_dims(img, axis=0)\n            outimg = gan_model.monet_gen(img, training=False)\n            outimg = (outimg.numpy() * 127.5 + 127.5).astype(np.uint8)\n            output_filename = f\"processed_{filename}\"\n\n            temp_path = os.path.join(output_directory, output_filename)\n            plt.figure(figsize=(2.56, 2.56), dpi=100) \n            plt.imshow(cv2.cvtColor(outimg[0], cv2.COLOR_BGR2RGB))\n            plt.axis('off')\n            plt.subplots_adjust(left=0, right=1, top=1, bottom=0) \n            plt.savefig(temp_path, bbox_inches='tight', pad_inches=0)\n            plt.close()\n\n            if os.path.exists(temp_path):\n                myzip.write(temp_path, arcname=output_filename)\n                os.remove(temp_path)\n            else:\n                print(f\"Failed to save image: {temp_path}\")\n        except Exception as e:\n            print(f\"An error occurred processing {filename}: {e}\")\n\nwith zipfile.ZipFile(zip_filename, 'r') as check_zip:\n    print(\"Contents of the zip file:\", check_zip.namelist())","metadata":{"id":"x3w4LdQ5S1Lk","execution":{"iopub.status.busy":"2024-03-18T22:15:01.530288Z","iopub.execute_input":"2024-03-18T22:15:01.531436Z","iopub.status.idle":"2024-03-18T22:23:26.545302Z","shell.execute_reply.started":"2024-03-18T22:15:01.531398Z","shell.execute_reply":"2024-03-18T22:23:26.544317Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Cleaning Files","metadata":{}},{"cell_type":"code","source":"!rm -rf /root/data","metadata":{"execution":{"iopub.status.busy":"2024-03-18T22:25:56.454268Z","iopub.execute_input":"2024-03-18T22:25:56.454659Z","iopub.status.idle":"2024-03-18T22:25:57.679837Z","shell.execute_reply.started":"2024-03-18T22:25:56.454632Z","shell.execute_reply":"2024-03-18T22:25:57.678462Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Results:\n\n![Alt text](https://i.ibb.co/26J2m14/results.png)","metadata":{}}]}