From c4fd39bd94ebb282e4ba64af4ff67a67bb16d86b Mon Sep 17 00:00:00 2001 From: falheisen <filipe.penna.soares@gmail.com> Date: Wed, 22 Mar 2023 13:57:14 +0100 Subject: [PATCH] separate files to facilitate coding and debbugging --- ...N.ipynb => BE2_GAN_and_cGAN - PART 1.ipynb | 337 +- BE2_GAN_and_cGAN - PART 2.ipynb | 44726 ++++++++++++++++ BE2_GAN_and_cGAN.py | 689 - 3 files changed, 45007 insertions(+), 745 deletions(-) rename BE2_GAN_and_cGAN.ipynb => BE2_GAN_and_cGAN - PART 1.ipynb (96%) create mode 100644 BE2_GAN_and_cGAN - PART 2.ipynb delete mode 100644 BE2_GAN_and_cGAN.py diff --git a/BE2_GAN_and_cGAN.ipynb b/BE2_GAN_and_cGAN - PART 1.ipynb similarity index 96% rename from BE2_GAN_and_cGAN.ipynb rename to BE2_GAN_and_cGAN - PART 1.ipynb index 0fc687c..9ed2e9c 100644 --- a/BE2_GAN_and_cGAN.ipynb +++ b/BE2_GAN_and_cGAN - PART 1.ipynb @@ -76,7 +76,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 35, "metadata": { "colab": {}, "colab_type": "code", @@ -371,11 +371,11 @@ " shuffle=True, num_workers=workers)\n", "\n", "# Plot some training images\n", - "real_batch = next(iter(dataloader))\n", + "real_maskatch = next(iter(dataloader))\n", "plt.figure(figsize=(8,8))\n", "plt.axis(\"off\")\n", "plt.title(\"Training Images\")\n", - "plt.imshow(np.transpose(vutils.make_grid(real_batch[0].to(device)[:64], padding=2, normalize=True).cpu(),(1,2,0)))" + "plt.imshow(np.transpose(vutils.make_grid(real_maskatch[0].to(device)[:64], padding=2, normalize=True).cpu(),(1,2,0)))" ] }, { @@ -43146,14 +43146,14 @@ ], "source": [ "# Grab a batch of real images from the dataloader\n", - "real_batch = next(iter(dataloader))\n", + "real_maskatch = next(iter(dataloader))\n", "\n", "# Plot the real images\n", "plt.figure(figsize=(15,15))\n", "plt.subplot(1,2,1)\n", "plt.axis(\"off\")\n", "plt.title(\"Real Images\")\n", - "plt.imshow(np.transpose(vutils.make_grid(real_batch[0].to(device)[:64], padding=5, normalize=True).cpu(),(1,2,0)))\n", + "plt.imshow(np.transpose(vutils.make_grid(real_maskatch[0].to(device)[:64], padding=5, normalize=True).cpu(),(1,2,0)))\n", "\n", "# Plot the fake images from the last epoch\n", "plt.subplot(1,2,2)\n", @@ -43672,7 +43672,7 @@ }, { "cell_type": "code", - "execution_count": 45, + "execution_count": 7, "metadata": { "colab": {}, "colab_type": "code", @@ -43746,32 +43746,23 @@ }, { "cell_type": "code", - "execution_count": 46, + "execution_count": 23, "metadata": { "colab": {}, "colab_type": "code", "id": "g_9LxNhGBUfi" }, - "outputs": [ - { - "ename": "SyntaxError", - "evalue": "invalid syntax (2185579083.py, line 6)", - "output_type": "error", - "traceback": [ - "\u001b[1;36m Cell \u001b[1;32mIn[46], line 6\u001b[1;36m\u001b[0m\n\u001b[1;33m self.conv1 =\u001b[0m\n\u001b[1;37m ^\u001b[0m\n\u001b[1;31mSyntaxError\u001b[0m\u001b[1;31m:\u001b[0m invalid syntax\n" - ] - } - ], + "outputs": [], "source": [ "class PatchGAN(nn.Module):\n", " def __init__(self, n_channels, n_classes):\n", " super(PatchGAN, self).__init__()\n", " # TODO :\n", " # create the 4 first layers named conv1 to conv4\n", - " self.conv1 = \n", - " self.conv2 =\n", - " self.conv3 =\n", - " self.conv4 =\n", + " self.conv1 = conv_block(n_channels, 64, use_batchnorm=True, stride=2)\n", + " self.conv2 = conv_block( 64, 128, use_batchnorm=False, stride=2) \n", + " self.conv3 = conv_block(128, 256, use_batchnorm=False, stride=1)\n", + " self.conv4 = conv_block(256, 512, use_batchnorm=False, stride=1)\n", " # output layer\n", " self.out = out_block(512, n_classes)\n", " \n", @@ -43787,7 +43778,7 @@ }, { "cell_type": "code", - "execution_count": 47, + "execution_count": 24, "metadata": { "colab": {}, "colab_type": "code", @@ -43795,15 +43786,46 @@ }, "outputs": [ { - "ename": "NameError", - "evalue": "name 'PatchGAN' is not defined", - "output_type": "error", - "traceback": [ - "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[1;32mIn[47], line 2\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[39m# We have 6 input channels as we concatenate 2 images (with 3 channels each)\u001b[39;00m\n\u001b[1;32m----> 2\u001b[0m discriminator \u001b[39m=\u001b[39m PatchGAN(\u001b[39m6\u001b[39m,\u001b[39m1\u001b[39m)\n\u001b[0;32m 3\u001b[0m discriminator\n", - "\u001b[1;31mNameError\u001b[0m: name 'PatchGAN' is not defined" - ] + "data": { + "text/plain": [ + "PatchGAN(\n", + " (conv1): conv_block(\n", + " (conv): Sequential(\n", + " (0): Conv2d(6, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(64, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (conv2): conv_block(\n", + " (conv): Sequential(\n", + " (0): Conv2d(64, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (conv3): conv_block(\n", + " (conv): Sequential(\n", + " (0): Conv2d(128, 256, kernel_size=(4, 4), stride=(1, 1), padding=(1, 1))\n", + " (1): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (conv4): conv_block(\n", + " (conv): Sequential(\n", + " (0): Conv2d(256, 512, kernel_size=(4, 4), stride=(1, 1), padding=(1, 1))\n", + " (1): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (out): out_block(\n", + " (conv): Sequential(\n", + " (0): Conv2d(512, 1, kernel_size=(4, 4), stride=(1, 1), padding=(1, 1))\n", + " (1): Sigmoid()\n", + " )\n", + " )\n", + ")" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" } ], "source": [ @@ -43841,7 +43863,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "metadata": { "colab": {}, "colab_type": "code", @@ -43869,7 +43891,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "metadata": { "colab": {}, "colab_type": "code", @@ -43905,13 +43927,25 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "metadata": { "colab": {}, "colab_type": "code", "id": "8wyPjAxPYsNF" }, - "outputs": [], + "outputs": [ + { + "ename": "FileExistsError", + "evalue": "[WinError 183] Cannot create a file when that file already exists: './facades/base' -> './facades/train'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mFileExistsError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[1;32mIn[27], line 46\u001b[0m\n\u001b[0;32m 44\u001b[0m \u001b[39mwith\u001b[39;00m zipfile\u001b[39m.\u001b[39mZipFile(\u001b[39m\"\u001b[39m\u001b[39mCMP_facade_DB_base.zip\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mr\u001b[39m\u001b[39m'\u001b[39m) \u001b[39mas\u001b[39;00m zip_ref:\n\u001b[0;32m 45\u001b[0m zip_ref\u001b[39m.\u001b[39mextractall(\u001b[39m\"\u001b[39m\u001b[39m./facades\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[1;32m---> 46\u001b[0m os\u001b[39m.\u001b[39;49mrename(\u001b[39m\"\u001b[39;49m\u001b[39m./facades/base\u001b[39;49m\u001b[39m\"\u001b[39;49m, \u001b[39m\"\u001b[39;49m\u001b[39m./facades/train\u001b[39;49m\u001b[39m\"\u001b[39;49m)\n\u001b[0;32m 48\u001b[0m \u001b[39m# Download ground truth\u001b[39;00m\n\u001b[0;32m 49\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mnot\u001b[39;00m os\u001b[39m.\u001b[39mpath\u001b[39m.\u001b[39mexists(\u001b[39m\"\u001b[39m\u001b[39mCMP_facade_DB_extended.zip\u001b[39m\u001b[39m\"\u001b[39m):\n", + "\u001b[1;31mFileExistsError\u001b[0m: [WinError 183] Cannot create a file when that file already exists: './facades/base' -> './facades/train'" + ] + } + ], "source": [ "import urllib.request\n", "from tqdm import tqdm\n", @@ -43981,13 +44015,24 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 28, "metadata": { "colab": {}, "colab_type": "code", "id": "rxi_QIpgBUgB" }, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\filip\\AppData\\Local\\Temp\\ipykernel_20640\\1926679325.py:32: DeprecationWarning: BICUBIC is deprecated and will be removed in Pillow 10 (2023-07-01). Use Resampling.BICUBIC instead.\n", + " transforms_ = [transforms.Resize((img_height, img_width), Image.BICUBIC),\n", + "c:\\Users\\filip\\anaconda3\\lib\\site-packages\\torchvision\\transforms\\transforms.py:329: UserWarning: Argument 'interpolation' of type int is deprecated since 0.13 and will be removed in 0.15. Please use InterpolationMode enum.\n", + " warnings.warn(\n" + ] + } + ], "source": [ "class ImageDataset(Dataset):\n", " def __init__(self, root, transforms_=None, mode='train'):\n", @@ -44045,7 +44090,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 29, "metadata": { "colab": {}, "colab_type": "code", @@ -44081,13 +44126,24 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 30, "metadata": { "colab": {}, "colab_type": "code", "id": "m2NxLrQEBUgM" }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "<Figure size 640x480 with 2 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "image, mask = next(iter(dataloader))\n", "image = reverse_transform(image[0])\n", @@ -44107,7 +44163,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 37, "metadata": { "colab": {}, "colab_type": "code", @@ -44141,7 +44197,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 32, "metadata": { "colab": {}, "colab_type": "code", @@ -44185,13 +44241,44 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 33, "metadata": { "colab": {}, "colab_type": "code", "id": "7NUuGcQ0SiJw" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([16, 512, 1, 1])\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\filip\\anaconda3\\lib\\site-packages\\torch\\nn\\modules\\loss.py:536: UserWarning: Using a target size (torch.Size([16, 1, 30, 30])) that is different to the input size (torch.Size([16, 1, 61, 61])). This will likely lead to incorrect results due to broadcasting. Please ensure they have the same size.\n", + " return F.mse_loss(input, target, reduction=self.reduction)\n" + ] + }, + { + "ename": "RuntimeError", + "evalue": "The size of tensor a (61) must match the size of tensor b (30) at non-singleton dimension 3", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mRuntimeError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[1;32mIn[33], line 40\u001b[0m\n\u001b[0;32m 38\u001b[0m fake_image \u001b[39m=\u001b[39m generator(real_mask)\n\u001b[0;32m 39\u001b[0m pred_fake \u001b[39m=\u001b[39m discriminator(fake_image, real_mask)\n\u001b[1;32m---> 40\u001b[0m loss_GAN \u001b[39m=\u001b[39m criterion_GAN(pred_fake, valid)\n\u001b[0;32m 41\u001b[0m \u001b[39mprint\u001b[39m(loss_GAN)\n\u001b[0;32m 43\u001b[0m \u001b[39m# Pixel-wise loss\u001b[39;00m\n\u001b[0;32m 44\u001b[0m \u001b[39m# TO DO: Put here your pixel loss\u001b[39;00m\n", + "File \u001b[1;32mc:\\Users\\filip\\anaconda3\\lib\\site-packages\\torch\\nn\\modules\\module.py:1194\u001b[0m, in \u001b[0;36mModule._call_impl\u001b[1;34m(self, *input, **kwargs)\u001b[0m\n\u001b[0;32m 1190\u001b[0m \u001b[39m# If we don't have any hooks, we want to skip the rest of the logic in\u001b[39;00m\n\u001b[0;32m 1191\u001b[0m \u001b[39m# this function, and just call forward.\u001b[39;00m\n\u001b[0;32m 1192\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mnot\u001b[39;00m (\u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_backward_hooks \u001b[39mor\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_forward_hooks \u001b[39mor\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_forward_pre_hooks \u001b[39mor\u001b[39;00m _global_backward_hooks\n\u001b[0;32m 1193\u001b[0m \u001b[39mor\u001b[39;00m _global_forward_hooks \u001b[39mor\u001b[39;00m _global_forward_pre_hooks):\n\u001b[1;32m-> 1194\u001b[0m \u001b[39mreturn\u001b[39;00m forward_call(\u001b[39m*\u001b[39m\u001b[39minput\u001b[39m, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m 1195\u001b[0m \u001b[39m# Do not call functions when jit is used\u001b[39;00m\n\u001b[0;32m 1196\u001b[0m full_backward_hooks, non_full_backward_hooks \u001b[39m=\u001b[39m [], []\n", + "File \u001b[1;32mc:\\Users\\filip\\anaconda3\\lib\\site-packages\\torch\\nn\\modules\\loss.py:536\u001b[0m, in \u001b[0;36mMSELoss.forward\u001b[1;34m(self, input, target)\u001b[0m\n\u001b[0;32m 535\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mforward\u001b[39m(\u001b[39mself\u001b[39m, \u001b[39minput\u001b[39m: Tensor, target: Tensor) \u001b[39m-\u001b[39m\u001b[39m>\u001b[39m Tensor:\n\u001b[1;32m--> 536\u001b[0m \u001b[39mreturn\u001b[39;00m F\u001b[39m.\u001b[39;49mmse_loss(\u001b[39minput\u001b[39;49m, target, reduction\u001b[39m=\u001b[39;49m\u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mreduction)\n", + "File \u001b[1;32mc:\\Users\\filip\\anaconda3\\lib\\site-packages\\torch\\nn\\functional.py:3291\u001b[0m, in \u001b[0;36mmse_loss\u001b[1;34m(input, target, size_average, reduce, reduction)\u001b[0m\n\u001b[0;32m 3288\u001b[0m \u001b[39mif\u001b[39;00m size_average \u001b[39mis\u001b[39;00m \u001b[39mnot\u001b[39;00m \u001b[39mNone\u001b[39;00m \u001b[39mor\u001b[39;00m reduce \u001b[39mis\u001b[39;00m \u001b[39mnot\u001b[39;00m \u001b[39mNone\u001b[39;00m:\n\u001b[0;32m 3289\u001b[0m reduction \u001b[39m=\u001b[39m _Reduction\u001b[39m.\u001b[39mlegacy_get_string(size_average, reduce)\n\u001b[1;32m-> 3291\u001b[0m expanded_input, expanded_target \u001b[39m=\u001b[39m torch\u001b[39m.\u001b[39;49mbroadcast_tensors(\u001b[39minput\u001b[39;49m, target)\n\u001b[0;32m 3292\u001b[0m \u001b[39mreturn\u001b[39;00m torch\u001b[39m.\u001b[39m_C\u001b[39m.\u001b[39m_nn\u001b[39m.\u001b[39mmse_loss(expanded_input, expanded_target, _Reduction\u001b[39m.\u001b[39mget_enum(reduction))\n", + "File \u001b[1;32mc:\\Users\\filip\\anaconda3\\lib\\site-packages\\torch\\functional.py:74\u001b[0m, in \u001b[0;36mbroadcast_tensors\u001b[1;34m(*tensors)\u001b[0m\n\u001b[0;32m 72\u001b[0m \u001b[39mif\u001b[39;00m has_torch_function(tensors):\n\u001b[0;32m 73\u001b[0m \u001b[39mreturn\u001b[39;00m handle_torch_function(broadcast_tensors, tensors, \u001b[39m*\u001b[39mtensors)\n\u001b[1;32m---> 74\u001b[0m \u001b[39mreturn\u001b[39;00m _VF\u001b[39m.\u001b[39;49mbroadcast_tensors(tensors)\n", + "\u001b[1;31mRuntimeError\u001b[0m: The size of tensor a (61) must match the size of tensor b (30) at non-singleton dimension 3" + ] + } + ], "source": [ "# ----------\n", "# Training\n", @@ -44203,24 +44290,24 @@ "# Initialize weights\n", "generator.apply(weights_init_normal)\n", "discriminator.apply(weights_init_normal)\n", - "epoch_D = 0\n", - "epoch_G = 0\n", + "epoch_discriminator = 0\n", + "epoch_generator = 0\n", "\n", "# train the network\n", "discriminator.train()\n", "generator.train()\n", "print_every = 400\n", "\n", - "for epoch in range(epoch_G, num_epochs):\n", + "for epoch in range(epoch_generator, num_epochs):\n", " for i, batch in enumerate(dataloader):\n", "\n", " # Model inputs\n", - " real_A = Variable(batch[0].type(Tensor))\n", - " real_B = Variable(batch[1].type(Tensor))\n", + " real_image = Variable(batch[0].type(Tensor))\n", + " real_mask = Variable(batch[1].type(Tensor))\n", "\n", " # Adversarial ground truths\n", - " valid = Variable(Tensor(np.ones((real_B.size(0), *patch))), requires_grad=False)\n", - " fake = Variable(Tensor(np.zeros((real_B.size(0), *patch))), requires_grad=False)\n", + " valid = Variable(Tensor(np.ones((real_mask.size(0), *patch))), requires_grad=False)\n", + " fake = Variable(Tensor(np.zeros((real_mask.size(0), *patch))), requires_grad=False)\n", "\n", " # ------------------\n", " # Train Generators\n", @@ -44230,12 +44317,20 @@ "\n", " # GAN loss\n", " # TO DO: Put here your GAN loss\n", + " fake_image = generator(real_mask)\n", + " pred_fake = discriminator(fake_image, real_mask)\n", + " loss_GAN = criterion_GAN(pred_fake, valid)\n", "\n", " # Pixel-wise loss\n", " # TO DO: Put here your pixel loss\n", + " loss_pixel = criterion_pixelwise(fake_image, real_mask)\n", "\n", " # Total loss\n", " # TO DO: Put here your total loss\n", + " loss_G = loss_GAN + lambda_pixel * loss_pixel\n", + "\n", + " # Generate a fake image\n", + " fake_image = generator(real_mask) \n", "\n", " loss_G.backward()\n", "\n", @@ -44248,11 +44343,11 @@ " optimizer_D.zero_grad()\n", "\n", " # Real loss\n", - " pred_real = discriminator(real_A, real_B)\n", + " pred_real = discriminator(real_image, real_mask)\n", " loss_real = criterion_GAN(pred_real, valid)\n", "\n", " # Fake loss\n", - " pred_fake = discriminator(fake_A.detach(), real_B)\n", + " pred_fake = discriminator(fake_image.detach(), real_mask)\n", " loss_fake = criterion_GAN(pred_fake, fake)\n", "\n", " # Total loss\n", @@ -44274,6 +44369,136 @@ " save_model(epoch)\n" ] }, + { + 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[1., 1., 1., ..., 1., 1., 1.]]],\n", + " \n", + " \n", + " [[[1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " ...,\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.]]]], device='cuda:0'))" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pred_fake, valid" + ] + }, { "cell_type": "markdown", "metadata": { @@ -44299,7 +44524,7 @@ "plt.plot(losses.T[0], label='Discriminator')\n", "plt.plot(losses.T[1], label='Generator')\n", "plt.title(\"Training Losses\")\n", - "plt.legend()\n" + "plt.legend()" ] }, { @@ -44342,7 +44567,7 @@ " checkpoint_generator = torch.load('generator_'+str(epoch)+'.pth', map_location='cpu')\n", " generator.load_state_dict(checkpoint_generator['model_state_dict'])\n", " optimizer_G.load_state_dict(checkpoint_generator['optimizer_state_dict'])\n", - " epoch_G = checkpoint_generator['epoch']\n", + " epoch_generator = checkpoint_generator['epoch']\n", " loss_G = checkpoint_generator['loss']\n", "\n", " if cuda:\n", @@ -44351,7 +44576,7 @@ " checkpoint_discriminator = torch.load('discriminator_'+str(epoch)+'.pth', map_location='cpu')\n", " discriminator.load_state_dict(checkpoint_discriminator['model_state_dict'])\n", " optimizer_D.load_state_dict(checkpoint_discriminator['optimizer_state_dict'])\n", - " epoch_D = checkpoint_discriminator['epoch']\n", + " epoch_discriminator = checkpoint_discriminator['epoch']\n", " loss_D = checkpoint_discriminator['loss']\n", " else:\n", " print('There isn\\' a training available with this number of epochs')" diff --git a/BE2_GAN_and_cGAN - PART 2.ipynb b/BE2_GAN_and_cGAN - PART 2.ipynb new file mode 100644 index 0000000..9ed2e9c --- /dev/null +++ b/BE2_GAN_and_cGAN - PART 2.ipynb @@ -0,0 +1,44726 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "UGwKsKS4GMTN" + }, + "source": [ + "<h1 ><big><center>MSO 3.4 - Deep Structured Learning</center></big></h1>\n", + "\n", + "<h2><big><center> BE 2 - GANs and cGAN </center></big></h2>\n", + "\n", + "<h5><big><center>Adapted from <i>Projet d'Option</i> of : Mhamed Jabri, Martin Chauvin, Ahmed Sahraoui, Zakariae Moustaïne and Taoufik Bouchikhi\n", + "\n", + "\n", + "<p align=\"center\">\n", + "<img height=300px src=\"https://cdn-images-1.medium.com/max/1080/0*tJRy5Chmk4XymxwN.png\"/></p>\n", + "<p align=\"center\"></p>" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "16aVF81lJuiP" + }, + "source": [ + "The aim of this assignment is to discover GANs, understand how they are implemented and then explore one specific architecture of GANs that allows us to perform image to image translation (which corresponds to the picture that you can see above this text ! )\n", + "\n", + "Before starting the exploration of the world of GANs, here's what students should do and send back for this assignement : \n", + "* In the \"tutorial\" parts of this assignement that focus on explaining new concepts, you'll find <font color='red'>**questions**</font> that aim to test your understanding of those concepts. \n", + "* In some of the code cells, you'll have to complete the code and you'll find a \"TO DO\" explaining what you should implement." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "M-WNKvhOP1ED" + }, + "source": [ + "# Part1: DC-GAN" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "y_r8nMTGQI9a" + }, + "source": [ + "In this part, we aim to learn and understand the basic concepts of **Generative Adversarial Networks** through a DCGAN and generate new celebrities from the learned network after showing it real celebrities. For this purpose, please study the tutorial here: https://pytorch.org/tutorials/beginner/dcgan_faces_tutorial.html\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "jiHCy4_UUBFb" + }, + "source": [ + "##Work to do\n", + "Now we want to generate handwritten digits using the MNIST dataset. It is available within torvision package (https://pytorch.org/vision/stable/generated/torchvision.datasets.MNIST.html#torchvision.datasets.MNIST)\n", + "\n", + "Please re-train the DCGAN and display some automatically generated handwritten digits.\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Enable CUDA for faster processing" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "sIL7UvYAZx6L" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CUDA is available! Training on GPU ...\n" + ] + } + ], + "source": [ + "import torch\n", + "\n", + "# check if CUDA is available\n", + "train_on_gpu = torch.cuda.is_available()\n", + "\n", + "if not train_on_gpu:\n", + " print(\"CUDA is not available. Training on CPU ...\")\n", + "else:\n", + " print(\"CUDA is available! Training on GPU ...\")\n", + "\n", + "# Decide which device we want to run on\n", + "device = torch.device(\"cuda:0\" if (torch.cuda.is_available()) else \"cpu\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Get libraries and set seed " + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Random Seed: 999\n" + ] + }, + { + "data": { + "text/plain": [ + "<torch._C.Generator at 0x1e0a0abc510>" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from __future__ import print_function\n", + "%matplotlib inline\n", + "import random\n", + "import torch\n", + "import torch.nn as nn\n", + "import torch.nn.parallel\n", + "import torch.backends.cudnn as cudnn\n", + "import torch.optim as optim\n", + "import torch.utils.data\n", + "import torchvision.utils as vutils\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.animation as animation\n", + "from IPython.display import HTML\n", + "\n", + "# Set random seed for reproducibility\n", + "manualSeed = 999\n", + "print(\"Random Seed: \", manualSeed)\n", + "random.seed(manualSeed)\n", + "torch.manual_seed(manualSeed)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Set hyperparameters and transform parameters" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "# Number of workers for dataloader\n", + "workers = 2\n", + "\n", + "# Batch size during training\n", + "batch_size = 128\n", + "\n", + "# Spatial size of training images. All images will be resized to this\n", + "# size using a transformer.\n", + "image_size = 64\n", + "\n", + "# Number of channels in the training images. For color images this is 3\n", + "nc = 1\n", + "\n", + "# Size of z latent vector (i.e. size of generator input)\n", + "nz = 100\n", + "\n", + "# Size of feature maps in generator\n", + "ngf = 64\n", + "\n", + "# Size of feature maps in discriminator\n", + "ndf = 64\n", + "\n", + "# Number of training epochs\n", + "num_epochs = 5\n", + "\n", + "# Learning rate for optimizers\n", + "lr = 0.0002\n", + "\n", + "# Beta1 hyperparam for Adam optimizers\n", + "beta1 = 0.5\n", + "\n", + "# Number of GPUs available. Use 0 for CPU mode.\n", + "ngpu = 1" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Load images" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloading http://yann.lecun.com/exdb/mnist/train-images-idx3-ubyte.gz\n", + "Downloading http://yann.lecun.com/exdb/mnist/train-images-idx3-ubyte.gz to ./data\\MNIST\\raw\\train-images-idx3-ubyte.gz\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "5b4fdfc67b6b4f52a8e66773d1d2d19a", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/9912422 [00:00<?, ?it/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Extracting ./data\\MNIST\\raw\\train-images-idx3-ubyte.gz to ./data\\MNIST\\raw\n", + "\n", + "Downloading http://yann.lecun.com/exdb/mnist/train-labels-idx1-ubyte.gz\n", + "Downloading http://yann.lecun.com/exdb/mnist/train-labels-idx1-ubyte.gz to ./data\\MNIST\\raw\\train-labels-idx1-ubyte.gz\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "76637c44384843df8b33ff631a8658f9", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/28881 [00:00<?, ?it/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Extracting ./data\\MNIST\\raw\\train-labels-idx1-ubyte.gz to ./data\\MNIST\\raw\n", + "\n", + "Downloading http://yann.lecun.com/exdb/mnist/t10k-images-idx3-ubyte.gz\n", + "Downloading http://yann.lecun.com/exdb/mnist/t10k-images-idx3-ubyte.gz to ./data\\MNIST\\raw\\t10k-images-idx3-ubyte.gz\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "5caffd3ba48d4bfd969d655a608a556a", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/1648877 [00:00<?, ?it/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Extracting ./data\\MNIST\\raw\\t10k-images-idx3-ubyte.gz to ./data\\MNIST\\raw\n", + "\n", + "Downloading http://yann.lecun.com/exdb/mnist/t10k-labels-idx1-ubyte.gz\n", + "Downloading http://yann.lecun.com/exdb/mnist/t10k-labels-idx1-ubyte.gz to ./data\\MNIST\\raw\\t10k-labels-idx1-ubyte.gz\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "4c73c2f111764d14adb8a1cd8bcd93f7", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/4542 [00:00<?, ?it/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Extracting ./data\\MNIST\\raw\\t10k-labels-idx1-ubyte.gz to ./data\\MNIST\\raw\n", + "\n" + ] + } + ], + "source": [ + "import torchvision.datasets as datasets\n", + "import torchvision.transforms as transforms\n", + "\n", + "# Define the transformations to be applied to the dataset\n", + "transform = transforms.Compose([\n", + " transforms.Resize(image_size),\n", + " transforms.CenterCrop(image_size),\n", + " transforms.ToTensor(),\n", + " transforms.Normalize((0.5,), (0.5,))\n", + " ])\n", + "\n", + "# Load the MNIST training dataset\n", + "train_dataset = datasets.MNIST(root='./data', train=True, download=True, transform=transform)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<matplotlib.image.AxesImage at 0x1e0b2d35e80>" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "<Figure size 800x800 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Create the dataloader\n", + "dataloader = torch.utils.data.DataLoader(train_dataset, batch_size=batch_size,\n", + " shuffle=True, num_workers=workers)\n", + "\n", + "# Plot some training images\n", + "real_maskatch = next(iter(dataloader))\n", + "plt.figure(figsize=(8,8))\n", + "plt.axis(\"off\")\n", + "plt.title(\"Training Images\")\n", + "plt.imshow(np.transpose(vutils.make_grid(real_maskatch[0].to(device)[:64], padding=2, normalize=True).cpu(),(1,2,0)))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Implementation" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# custom weights initialization called on netG and netD\n", + "def weights_init(m):\n", + " classname = m.__class__.__name__\n", + " if classname.find('Conv') != -1:\n", + " nn.init.normal_(m.weight.data, 0.0, 0.02) # Normal distribution with mean=0, stdev=0.02\n", + " elif classname.find('BatchNorm') != -1:\n", + " nn.init.normal_(m.weight.data, 1.0, 0.02)\n", + " nn.init.constant_(m.bias.data, 0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Generator" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "# Generator Code\n", + "class Generator(nn.Module):\n", + " def __init__(self, ngpu):\n", + " super(Generator, self).__init__()\n", + " self.ngpu = ngpu\n", + " self.main = nn.Sequential(\n", + " # input is Z, going into a convolution\n", + " nn.ConvTranspose2d( nz, ngf * 8, 4, 1, 0, bias=False),\n", + " nn.BatchNorm2d(ngf * 8),\n", + " nn.ReLU(True),\n", + " # state size. (ngf*8) x 4 x 4\n", + " nn.ConvTranspose2d(ngf * 8, ngf * 4, 4, 2, 1, bias=False),\n", + " nn.BatchNorm2d(ngf * 4),\n", + " nn.ReLU(True),\n", + " # state size. (ngf*4) x 8 x 8\n", + " nn.ConvTranspose2d( ngf * 4, ngf * 2, 4, 2, 1, bias=False),\n", + " nn.BatchNorm2d(ngf * 2),\n", + " nn.ReLU(True),\n", + " # state size. (ngf*2) x 16 x 16\n", + " nn.ConvTranspose2d( ngf * 2, ngf, 4, 2, 1, bias=False),\n", + " nn.BatchNorm2d(ngf),\n", + " nn.ReLU(True),\n", + " # state size. (ngf) x 32 x 32\n", + " nn.ConvTranspose2d( ngf, nc, 4, 2, 1, bias=False),\n", + " nn.Tanh()\n", + " # state size. (nc) x 64 x 64\n", + " )\n", + "\n", + " def forward(self, input):\n", + " return self.main(input)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Generator(\n", + " (main): Sequential(\n", + " (0): ConvTranspose2d(100, 512, kernel_size=(4, 4), stride=(1, 1), bias=False)\n", + " (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): ReLU(inplace=True)\n", + " (3): ConvTranspose2d(512, 256, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n", + " (4): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (5): ReLU(inplace=True)\n", + " (6): ConvTranspose2d(256, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n", + " (7): BatchNorm2d(128, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (8): ReLU(inplace=True)\n", + " (9): ConvTranspose2d(128, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n", + " (10): BatchNorm2d(64, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (11): ReLU(inplace=True)\n", + " (12): ConvTranspose2d(64, 1, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n", + " (13): Tanh()\n", + " )\n", + ")\n" + ] + } + ], + "source": [ + "# Create the generator\n", + "netG = Generator(ngpu).to(device)\n", + "\n", + "# Handle multi-gpu if desired\n", + "if (device.type == 'cuda') and (ngpu > 1):\n", + " netG = nn.DataParallel(netG, list(range(ngpu)))\n", + "\n", + "# Apply the weights_init function to randomly initialize all weights\n", + "# to mean=0, stdev=0.02.\n", + "netG.apply(weights_init)\n", + "\n", + "# Print the model\n", + "print(netG)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Discriminator" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "class Discriminator(nn.Module):\n", + " def __init__(self, ngpu):\n", + " super(Discriminator, self).__init__()\n", + " self.ngpu = ngpu\n", + " self.main = nn.Sequential(\n", + " # input is (nc) x 64 x 64\n", + " nn.Conv2d(nc, ndf, 4, 2, 1, bias=False),\n", + " nn.LeakyReLU(0.2, inplace=True),\n", + " # state size. (ndf) x 32 x 32\n", + " nn.Conv2d(ndf, ndf * 2, 4, 2, 1, bias=False),\n", + " nn.BatchNorm2d(ndf * 2),\n", + " nn.LeakyReLU(0.2, inplace=True),\n", + " # state size. (ndf*2) x 16 x 16\n", + " nn.Conv2d(ndf * 2, ndf * 4, 4, 2, 1, bias=False),\n", + " nn.BatchNorm2d(ndf * 4),\n", + " nn.LeakyReLU(0.2, inplace=True),\n", + " # state size. (ndf*4) x 8 x 8\n", + " nn.Conv2d(ndf * 4, ndf * 8, 4, 2, 1, bias=False),\n", + " nn.BatchNorm2d(ndf * 8),\n", + " nn.LeakyReLU(0.2, inplace=True),\n", + " # state size. (ndf*8) x 4 x 4\n", + " nn.Conv2d(ndf * 8, 1, 4, 1, 0, bias=False),\n", + " nn.Sigmoid()\n", + " )\n", + "\n", + " def forward(self, input):\n", + " return self.main(input)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Discriminator(\n", + " (main): Sequential(\n", + " (0): Conv2d(1, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n", + " (1): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " (2): Conv2d(64, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n", + " (3): BatchNorm2d(128, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (4): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " (5): Conv2d(128, 256, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n", + " (6): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (7): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " (8): Conv2d(256, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n", + " (9): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (10): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " (11): Conv2d(512, 1, kernel_size=(4, 4), stride=(1, 1), bias=False)\n", + " (12): Sigmoid()\n", + " )\n", + ")\n" + ] + } + ], + "source": [ + "# Create the Discriminator\n", + "netD = Discriminator(ngpu).to(device)\n", + "\n", + "# Handle multi-gpu if desired\n", + "if (device.type == 'cuda') and (ngpu > 1):\n", + " netD = nn.DataParallel(netD, list(range(ngpu)))\n", + "\n", + "# Apply the weights_init function to randomly initialize all weights\n", + "# to mean=0, stdev=0.2.\n", + "netD.apply(weights_init)\n", + "\n", + "# Print the model\n", + "print(netD)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Loss Functions and Optimizers" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "# Initialize BCELoss function\n", + "criterion = nn.BCELoss()\n", + "\n", + "# Create batch of latent vectors that we will use to visualize\n", + "# the progression of the generator\n", + "fixed_noise = torch.randn(64, nz, 1, 1, device=device)\n", + "\n", + "# Establish convention for real and fake labels during training\n", + "real_label = 1.\n", + "fake_label = 0.\n", + "\n", + "# Setup Adam optimizers for both G and D\n", + "optimizerD = optim.Adam(netD.parameters(), lr=lr, betas=(beta1, 0.999))\n", + "optimizerG = optim.Adam(netG.parameters(), lr=lr, betas=(beta1, 0.999))" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Starting Training Loop...\n", + "[0/5][0/469]\tLoss_D: 1.4774\tLoss_G: 5.3656\tD(x): 0.6225\tD(G(z)): 0.5274 / 0.0074\n", + "[0/5][50/469]\tLoss_D: 0.0063\tLoss_G: 20.2582\tD(x): 0.9947\tD(G(z)): 0.0000 / 0.0000\n", + "[0/5][100/469]\tLoss_D: 0.1591\tLoss_G: 4.5757\tD(x): 0.9261\tD(G(z)): 0.0607 / 0.0143\n", + "[0/5][150/469]\tLoss_D: 0.3422\tLoss_G: 5.3715\tD(x): 0.9382\tD(G(z)): 0.2181 / 0.0075\n", + "[0/5][200/469]\tLoss_D: 0.3014\tLoss_G: 3.4130\tD(x): 0.9101\tD(G(z)): 0.1654 / 0.0487\n", + "[0/5][250/469]\tLoss_D: 0.1448\tLoss_G: 4.1130\tD(x): 0.9255\tD(G(z)): 0.0506 / 0.0274\n", + "[0/5][300/469]\tLoss_D: 0.3751\tLoss_G: 3.2369\tD(x): 0.8903\tD(G(z)): 0.2055 / 0.0539\n", + "[0/5][350/469]\tLoss_D: 1.4708\tLoss_G: 0.2642\tD(x): 0.3170\tD(G(z)): 0.0030 / 0.8009\n", + "[0/5][400/469]\tLoss_D: 0.1496\tLoss_G: 2.8932\tD(x): 0.9189\tD(G(z)): 0.0482 / 0.0749\n", + "[0/5][450/469]\tLoss_D: 0.5371\tLoss_G: 2.1498\tD(x): 0.7644\tD(G(z)): 0.1986 / 0.1480\n", + "[1/5][0/469]\tLoss_D: 0.4474\tLoss_G: 2.2443\tD(x): 0.8070\tD(G(z)): 0.1860 / 0.1305\n", + "[1/5][50/469]\tLoss_D: 0.2781\tLoss_G: 2.6170\tD(x): 0.8734\tD(G(z)): 0.1199 / 0.1012\n", + "[1/5][100/469]\tLoss_D: 0.2604\tLoss_G: 2.4081\tD(x): 0.8577\tD(G(z)): 0.0902 / 0.1220\n", + "[1/5][150/469]\tLoss_D: 0.3142\tLoss_G: 1.8213\tD(x): 0.8167\tD(G(z)): 0.0913 / 0.2036\n", + "[1/5][200/469]\tLoss_D: 0.3530\tLoss_G: 2.2697\tD(x): 0.8494\tD(G(z)): 0.1531 / 0.1256\n", + "[1/5][250/469]\tLoss_D: 0.5412\tLoss_G: 1.7676\tD(x): 0.6637\tD(G(z)): 0.0683 / 0.2200\n", + "[1/5][300/469]\tLoss_D: 0.4849\tLoss_G: 2.2671\tD(x): 0.8696\tD(G(z)): 0.2614 / 0.1325\n", + "[1/5][350/469]\tLoss_D: 0.8117\tLoss_G: 2.8268\tD(x): 0.8506\tD(G(z)): 0.4160 / 0.0799\n", + "[1/5][400/469]\tLoss_D: 0.2190\tLoss_G: 2.0927\tD(x): 0.9000\tD(G(z)): 0.0992 / 0.1517\n", + "[1/5][450/469]\tLoss_D: 0.2816\tLoss_G: 2.7427\tD(x): 0.8573\tD(G(z)): 0.1013 / 0.0836\n", + "[2/5][0/469]\tLoss_D: 1.9192\tLoss_G: 6.4280\tD(x): 0.9871\tD(G(z)): 0.7409 / 0.0089\n", + "[2/5][50/469]\tLoss_D: 1.2772\tLoss_G: 5.8556\tD(x): 0.9886\tD(G(z)): 0.6468 / 0.0059\n", + "[2/5][100/469]\tLoss_D: 0.3573\tLoss_G: 2.2851\tD(x): 0.8362\tD(G(z)): 0.1354 / 0.1310\n", + "[2/5][150/469]\tLoss_D: 0.3527\tLoss_G: 2.2380\tD(x): 0.8139\tD(G(z)): 0.1085 / 0.1371\n", + "[2/5][200/469]\tLoss_D: 0.8349\tLoss_G: 1.5236\tD(x): 0.5834\tD(G(z)): 0.1490 / 0.2899\n", + "[2/5][250/469]\tLoss_D: 0.3660\tLoss_G: 3.4587\tD(x): 0.9646\tD(G(z)): 0.2622 / 0.0417\n", + "[2/5][300/469]\tLoss_D: 0.3680\tLoss_G: 3.8728\tD(x): 0.9324\tD(G(z)): 0.2290 / 0.0277\n", + "[2/5][350/469]\tLoss_D: 1.0463\tLoss_G: 2.6116\tD(x): 0.9352\tD(G(z)): 0.5308 / 0.1213\n", + "[2/5][400/469]\tLoss_D: 0.2024\tLoss_G: 3.8253\tD(x): 0.9439\tD(G(z)): 0.1274 / 0.0309\n", + "[2/5][450/469]\tLoss_D: 0.3349\tLoss_G: 2.2517\tD(x): 0.8355\tD(G(z)): 0.1273 / 0.1345\n", + "[3/5][0/469]\tLoss_D: 0.2763\tLoss_G: 2.5322\tD(x): 0.8084\tD(G(z)): 0.0421 / 0.1068\n", + "[3/5][50/469]\tLoss_D: 0.2863\tLoss_G: 2.6847\tD(x): 0.8614\tD(G(z)): 0.1137 / 0.0925\n", + "[3/5][100/469]\tLoss_D: 1.0048\tLoss_G: 2.0852\tD(x): 0.4389\tD(G(z)): 0.0191 / 0.1984\n", + "[3/5][150/469]\tLoss_D: 0.1442\tLoss_G: 3.6566\tD(x): 0.9389\tD(G(z)): 0.0728 / 0.0365\n", + "[3/5][200/469]\tLoss_D: 0.4948\tLoss_G: 4.0667\tD(x): 0.9497\tD(G(z)): 0.3278 / 0.0227\n", + "[3/5][250/469]\tLoss_D: 0.2322\tLoss_G: 2.5303\tD(x): 0.8250\tD(G(z)): 0.0189 / 0.1064\n", + "[3/5][300/469]\tLoss_D: 0.5645\tLoss_G: 3.3786\tD(x): 0.7858\tD(G(z)): 0.2318 / 0.0453\n", + "[3/5][350/469]\tLoss_D: 0.3504\tLoss_G: 2.9852\tD(x): 0.8356\tD(G(z)): 0.1358 / 0.0668\n", + "[3/5][400/469]\tLoss_D: 0.1569\tLoss_G: 4.3633\tD(x): 0.9806\tD(G(z)): 0.1198 / 0.0184\n", + "[3/5][450/469]\tLoss_D: 0.1206\tLoss_G: 4.3858\tD(x): 0.9574\tD(G(z)): 0.0703 / 0.0171\n", + "[4/5][0/469]\tLoss_D: 0.6994\tLoss_G: 1.5487\tD(x): 0.6706\tD(G(z)): 0.2097 / 0.2453\n", + "[4/5][50/469]\tLoss_D: 0.6129\tLoss_G: 3.7015\tD(x): 0.8685\tD(G(z)): 0.3290 / 0.0358\n", + "[4/5][100/469]\tLoss_D: 0.3178\tLoss_G: 2.0913\tD(x): 0.8516\tD(G(z)): 0.1255 / 0.1543\n", + "[4/5][150/469]\tLoss_D: 0.4722\tLoss_G: 2.4541\tD(x): 0.6977\tD(G(z)): 0.0658 / 0.1216\n", + "[4/5][200/469]\tLoss_D: 0.1133\tLoss_G: 3.9122\tD(x): 0.9427\tD(G(z)): 0.0489 / 0.0296\n", + "[4/5][250/469]\tLoss_D: 0.0988\tLoss_G: 3.9933\tD(x): 0.9188\tD(G(z)): 0.0102 / 0.0285\n", + "[4/5][300/469]\tLoss_D: 0.5321\tLoss_G: 2.3933\tD(x): 0.7530\tD(G(z)): 0.1821 / 0.1201\n", + "[4/5][350/469]\tLoss_D: 0.2853\tLoss_G: 3.2465\tD(x): 0.8418\tD(G(z)): 0.0828 / 0.0540\n", + "[4/5][400/469]\tLoss_D: 0.3025\tLoss_G: 3.4192\tD(x): 0.8709\tD(G(z)): 0.1319 / 0.0470\n", + "[4/5][450/469]\tLoss_D: 0.2227\tLoss_G: 2.6819\tD(x): 0.8385\tD(G(z)): 0.0279 / 0.0937\n" + ] + } + ], + "source": [ + "# Training Loop\n", + "\n", + "# Lists to keep track of progress\n", + "img_list = []\n", + "G_losses = []\n", + "D_losses = []\n", + "iters = 0\n", + "\n", + "print(\"Starting Training Loop...\")\n", + "# For each epoch\n", + "for epoch in range(num_epochs):\n", + " # For each batch in the dataloader\n", + " for i, data in enumerate(dataloader, 0):\n", + "\n", + " ############################\n", + " # (1) Update D network: maximize log(D(x)) + log(1 - D(G(z)))\n", + " ###########################\n", + " ## Train with all-real batch\n", + " netD.zero_grad()\n", + " # Format batch\n", + " real_cpu = data[0].to(device)\n", + " b_size = real_cpu.size(0)\n", + " label = torch.full((b_size,), real_label, dtype=torch.float, device=device)\n", + " # Forward pass real batch through D\n", + " output = netD(real_cpu).view(-1)\n", + " # Calculate loss on all-real batch\n", + " errD_real = criterion(output, label)\n", + " # Calculate gradients for D in backward pass\n", + " errD_real.backward()\n", + " D_x = output.mean().item()\n", + "\n", + " ## Train with all-fake batch\n", + " # Generate batch of latent vectors\n", + " noise = torch.randn(b_size, nz, 1, 1, device=device)\n", + " # Generate fake image batch with G\n", + " fake = netG(noise)\n", + " label.fill_(fake_label)\n", + " # Classify all fake batch with D\n", + " output = netD(fake.detach()).view(-1)\n", + " # Calculate D's loss on the all-fake batch\n", + " errD_fake = criterion(output, label)\n", + " # Calculate the gradients for this batch, accumulated (summed) with previous gradients\n", + " errD_fake.backward()\n", + " D_G_z1 = output.mean().item()\n", + " # Compute error of D as sum over the fake and the real batches\n", + " errD = errD_real + errD_fake\n", + " # Update D\n", + " optimizerD.step()\n", + "\n", + " ############################\n", + " # (2) Update G network: maximize log(D(G(z)))\n", + " ###########################\n", + " netG.zero_grad()\n", + " label.fill_(real_label) # fake labels are real for generator cost\n", + " # Since we just updated D, perform another forward pass of all-fake batch through D\n", + " output = netD(fake).view(-1)\n", + " # Calculate G's loss based on this output\n", + " errG = criterion(output, label)\n", + " # Calculate gradients for G\n", + " errG.backward()\n", + " D_G_z2 = output.mean().item()\n", + " # Update G\n", + " optimizerG.step()\n", + "\n", + " # Output training stats\n", + " if i % 50 == 0:\n", + " print('[%d/%d][%d/%d]\\tLoss_D: %.4f\\tLoss_G: %.4f\\tD(x): %.4f\\tD(G(z)): %.4f / %.4f'\n", + " % (epoch, num_epochs, i, len(dataloader),\n", + " errD.item(), errG.item(), D_x, D_G_z1, D_G_z2))\n", + "\n", + " # Save Losses for plotting later\n", + " G_losses.append(errG.item())\n", + " D_losses.append(errD.item())\n", + "\n", + " # Check how the generator is doing by saving G's output on fixed_noise\n", + " if (iters % 500 == 0) or ((epoch == num_epochs-1) and (i == len(dataloader)-1)):\n", + " with torch.no_grad():\n", + " fake = netG(fixed_noise).detach().cpu()\n", + " img_list.append(vutils.make_grid(fake, padding=2, normalize=True))\n", + "\n", + " iters += 1" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "<Figure size 1000x500 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(10,5))\n", + "plt.title(\"Generator and Discriminator Loss During Training\")\n", + "plt.plot(G_losses,label=\"G\")\n", + "plt.plot(D_losses,label=\"D\")\n", + "plt.xlabel(\"iterations\")\n", + "plt.ylabel(\"Loss\")\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "As the number of iterations increases, Generator loss reduces towards zero. Nevertheless, it stabilises its value before getting to zero, around the 500 iteration. After this point, loss keeps between 0 and 5, with irregulars peaks. " + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "On the other hand, the Discriminator starts already lower than Generator loss at any point (ignoring its irregular peaks) and keeps its low value stable, independently from the number of iterations. " + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The reason behind is that the generator tries to create images that can fool the discriminator while the discriminator tries to distinguish between the real and the fake images generated by the generator. In the early stages of training, the generator produces random noise that does not look like the real data, so the discriminator can easily distinguish between the real and the fake images. As the training progresses, the generator gets better at generating images that look more like the real data. As a result, the discriminator has a harder time distinguishing between the real and the fake images, and its loss does not change much. On the other hand, the generator's loss decreases as it gets better at generating images that can fool the discriminator. The generator's loss is calculated based on how well the discriminator was fooled by the generated images. If the discriminator is not fooled, the generator's loss will be high, but as the generator gets better, the discriminator will be fooled more often, and the generator's loss will decrease." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "<link rel=\"stylesheet\"\n", + "href=\"https://maxcdn.bootstrapcdn.com/font-awesome/4.4.0/css/font-awesome.min.css\">\n", + "<script language=\"javascript\">\n", + " function isInternetExplorer() {\n", + " ua = navigator.userAgent;\n", + " /* MSIE used to detect old browsers and Trident used to newer ones*/\n", + " return ua.indexOf(\"MSIE \") > -1 || ua.indexOf(\"Trident/\") > -1;\n", + " }\n", + "\n", + " /* Define the Animation class */\n", + " function Animation(frames, img_id, slider_id, interval, loop_select_id){\n", + " this.img_id = img_id;\n", + " this.slider_id = slider_id;\n", + " this.loop_select_id = loop_select_id;\n", + " this.interval = interval;\n", + " this.current_frame = 0;\n", + " this.direction = 0;\n", + " this.timer = null;\n", + " this.frames = new Array(frames.length);\n", + "\n", + " for (var i=0; i<frames.length; i++)\n", + " {\n", + " this.frames[i] = new Image();\n", + " this.frames[i].src = frames[i];\n", + " }\n", + " var slider = document.getElementById(this.slider_id);\n", + " slider.max = this.frames.length - 1;\n", + " if (isInternetExplorer()) {\n", + " // switch from oninput to onchange because IE <= 11 does not conform\n", + " // with W3C specification. 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", + "text/plain": [ + "<Figure size 800x800 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure(figsize=(8,8))\n", + "plt.axis(\"off\")\n", + "ims = [[plt.imshow(np.transpose(i,(1,2,0)), animated=True)] for i in img_list]\n", + "ani = animation.ArtistAnimation(fig, ims, interval=1000, repeat_delay=1000, blit=True)\n", + "\n", + "HTML(ani.to_jshtml())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here is possible to follow the improvement in the images created by the generator. Really cool." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "<Figure size 1500x1500 with 2 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Grab a batch of real images from the dataloader\n", + "real_maskatch = next(iter(dataloader))\n", + "\n", + "# Plot the real images\n", + "plt.figure(figsize=(15,15))\n", + "plt.subplot(1,2,1)\n", + "plt.axis(\"off\")\n", + "plt.title(\"Real Images\")\n", + "plt.imshow(np.transpose(vutils.make_grid(real_maskatch[0].to(device)[:64], padding=5, normalize=True).cpu(),(1,2,0)))\n", + "\n", + "# Plot the fake images from the last epoch\n", + "plt.subplot(1,2,2)\n", + "plt.axis(\"off\")\n", + "plt.title(\"Fake Images\")\n", + "plt.imshow(np.transpose(img_list[-1],(1,2,0)))\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "5fbSgsrE1GqC" + }, + "source": [ + "# Part2: Conditional GAN (cGAN)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "7SjXNoT7BUey" + }, + "source": [ + "Let's take the example of the set described in the next picture.\n", + "\n", + "\n", + "We have a picture of a map (from Google Maps) and we want to create an image of what the satellite view may look like.\n", + "\n", + "As we are not only trying to generate a random picture but a mapping between a picture to another one, we can't use the standard GAN architecture. We will then use a cGAN.\n", + "\n", + "A cGAN is a supervised GAN aiming at mapping a label picture to a real one or a real picture to a label one. As you can see in the diagram below, the discriminator will take as input a pair of images and try to predict if the pair was generated or not. The generator will not only generate an image from noise but will also use an image (label or real) to generate another one (real or label).\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "0JRaeHfzl6cO" + }, + "source": [ + "### Generator\n", + "\n", + "In the cGAN architecture, the generator chosen is a U-Net.\n", + "\n", + "\n", + "A U-Net takes as input an image, and outputs another image. \n", + "\n", + "It can be divided into 2 subparts : an encoder and a decoder. \n", + "* The encoder takes the input image and reduces its dimension to encode the main features into a vector. \n", + "* The decoder takes this vector and map the features stored into an image.\n", + "\n", + "A U-Net architecture is different from a classic encoder-decoder in that every layer of the decoder takes as input the previous decoded output as well as the output vector from the encoder layers of the same level. It allows the decoder to map low frequencies information encoded during the descent as well as high frequencies from the original picture. \n", + "\n", + "" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "xFqMOsoYwzFe" + }, + "source": [ + "The architecture we will implement is the following (the number in the square is the number of filters used).\n", + "\n", + "\n", + "The encoder will take as input a colored picture (3 channels: RGB), it will pass through a series of convolution layers to encode the features of the picture. It will then be decoded by the decoder using transposed convolutional layers. These layers will take as input the previous decoded vector AND the encoded features of the same level. " + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "yzy7y4hmbbX3" + }, + "source": [ + "Now, let's create or cGAN to generate facades from a template image. For this purpose, we will use the \"Facade\" dataset available at http://cmp.felk.cvut.cz/~tylecr1/facade/.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "Q_jf9H_NDESm" + }, + "source": [ + "Let's first create a few classes describing the layers we will use in the U-Net." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "uOKvYDyu0w8N" + }, + "outputs": [], + "source": [ + "# Importing all the libraries needed\n", + "import matplotlib.pyplot as plt\n", + "import imageio\n", + "import glob\n", + "import random\n", + "import os\n", + "import numpy as np\n", + "import math\n", + "import itertools\n", + "import time\n", + "import datetime\n", + "import cv2\n", + "from pathlib import Path\n", + "from PIL import Image\n", + "\n", + "from torch.utils.data import Dataset, DataLoader\n", + "import torchvision.transforms as transforms\n", + "from torchvision.utils import save_image, make_grid\n", + "from torchvision import datasets\n", + "from torch.autograd import Variable\n", + "\n", + "import torch.nn as nn\n", + "import torch.nn.functional as F\n", + "import torch" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "Zk5a6B5hILN2" + }, + "outputs": [], + "source": [ + "# code adapted from https://github.com/milesial/Pytorch-UNet/blob/master/unet/unet_parts.py\n", + "\n", + "# Input layer\n", + "class inconv(nn.Module):\n", + " def __init__(self, in_ch, out_ch):\n", + " super(inconv, self).__init__()\n", + " self.conv = nn.Sequential(\n", + " nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n", + " nn.LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + "\n", + " def forward(self, x):\n", + " x = self.conv(x)\n", + " return x\n", + "\n", + "# Encoder layer\n", + "class down(nn.Module):\n", + " def __init__(self, in_ch, out_ch):\n", + " super(down, self).__init__()\n", + " self.conv = nn.Sequential(\n", + " nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n", + " nn.BatchNorm2d(out_ch),\n", + " nn.LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + "\n", + " def forward(self, x):\n", + " x = self.conv(x)\n", + " return x\n", + "\n", + "# Decoder layer\n", + "class up(nn.Module):\n", + " def __init__(self, in_ch, out_ch, dropout=False):\n", + " super(up, self).__init__()\n", + " if dropout :\n", + " self.conv = nn.Sequential(\n", + " nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n", + " nn.BatchNorm2d(out_ch),\n", + " nn.Dropout(0.5, inplace=True),\n", + " nn.ReLU(inplace=True)\n", + " )\n", + " else:\n", + " self.conv = nn.Sequential(\n", + " nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n", + " nn.BatchNorm2d(out_ch),\n", + " nn.ReLU(inplace=True)\n", + " )\n", + "\n", + " def forward(self, x1, x2):\n", + " x1 = self.conv(x1)\n", + " x = torch.cat([x1, x2], dim=1)\n", + " return x\n", + "\n", + "# Output layer\n", + "class outconv(nn.Module):\n", + " def __init__(self, in_ch, out_ch):\n", + " super(outconv, self).__init__()\n", + " self.conv = nn.Sequential(\n", + " nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2),\n", + " nn.Tanh()\n", + " )\n", + "\n", + " def forward(self, x):\n", + " x = self.conv(x)\n", + " return x" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "1rZ5Qz1mBUe8" + }, + "source": [ + "Now let's create the U-Net using the helper classes defined previously." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "4Tbp_535EVPW" + }, + "outputs": [], + "source": [ + "class U_Net(nn.Module):\n", + " ''' \n", + " Ck denotes a Convolution-BatchNorm-ReLU layer with k filters.\n", + " CDk denotes a Convolution-BatchNorm-Dropout-ReLU layer with a dropout rate of 50%\n", + " Encoder:\n", + " C64 - C128 - C256 - C512 - C512 - C512 - C512 - C512\n", + " Decoder:\n", + " CD512 - CD1024 - CD1024 - C1024 - C1024 - C512 - C256 - C128\n", + " '''\n", + " def __init__(self, n_channels, n_classes):\n", + " super(U_Net, self).__init__()\n", + " \n", + " # Encoder\n", + " self.inc = inconv(n_channels, 64) # 64 filters\n", + " self.down1 = down(64, 128) # C64 - C128\n", + " self.down2 = down(128, 256) # C128 - C256\n", + " self.down3 = down(256, 512) # C256 - C512\n", + " self.down4 = down(512, 512) # C512 - C512\n", + " self.down5 = down(512, 512) # C512 - C512\n", + " self.down6 = down(512, 512) # C512 - C512\n", + " self.down7 = down(512, 512) # C512 - C512\n", + " \n", + " # Decoder\n", + " self.up7 = up(512, 512, dropout=True) \n", + " self.up6 = up(1024, 512, dropout=True) \n", + " self.up5 = up(1024, 512, dropout=True) \n", + " self.up4 = up(1024, 512, dropout=True) \n", + " self.up3 = up(1024, 256, dropout=True) \n", + " self.up2 = up(512, 128, dropout=True) \n", + " self.up1 = up(256, 64, dropout=True) \n", + " \n", + " self.outc = outconv(128, n_classes) # 64 filters\n", + "\n", + " def forward(self, x):\n", + " x1 = self.inc(x)\n", + " x2 = self.down1(x1)\n", + " x3 = self.down2(x2)\n", + " x4 = self.down3(x3)\n", + " x5 = self.down4(x4)\n", + " x6 = self.down5(x5)\n", + " x7 = self.down6(x6)\n", + " x8 = self.down7(x7)\n", + " print(\"Shape x8 =\", x8.shape)\n", + " # At this stage x8 is our encoded vector, we will now decode it\n", + " x = self.up7(x8, x7)\n", + " x = self.up6(x, x6)\n", + " x = self.up5(x, x5)\n", + " x = self.up4(x, x4)\n", + " x = self.up3(x, x3)\n", + " x = self.up2(x, x2)\n", + " x = self.up1(x, x1)\n", + " x = self.outc(x)\n", + " return x" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "1hmcejTWJSYY" + }, + "outputs": [ + { + "data": { + "text/plain": [ + "U_Net(\n", + " (inc): inconv(\n", + " (conv): Sequential(\n", + " (0): Conv2d(3, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (down1): down(\n", + " (conv): Sequential(\n", + " (0): Conv2d(64, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(128, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (down2): down(\n", + " (conv): Sequential(\n", + " (0): Conv2d(128, 256, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (down3): down(\n", + " (conv): Sequential(\n", + " (0): Conv2d(256, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (down4): down(\n", + " (conv): Sequential(\n", + " (0): Conv2d(512, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (down5): down(\n", + " (conv): Sequential(\n", + " (0): Conv2d(512, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (down6): down(\n", + " (conv): Sequential(\n", + " (0): Conv2d(512, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (down7): down(\n", + " (conv): Sequential(\n", + " (0): Conv2d(512, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (up7): up(\n", + " (conv): Sequential(\n", + " (0): ConvTranspose2d(512, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): Dropout(p=0.5, inplace=True)\n", + " (3): ReLU(inplace=True)\n", + " )\n", + " )\n", + " (up6): up(\n", + " (conv): Sequential(\n", + " (0): ConvTranspose2d(1024, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): Dropout(p=0.5, inplace=True)\n", + " (3): ReLU(inplace=True)\n", + " )\n", + " )\n", + " (up5): up(\n", + " (conv): Sequential(\n", + " (0): ConvTranspose2d(1024, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): Dropout(p=0.5, inplace=True)\n", + " (3): ReLU(inplace=True)\n", + " )\n", + " )\n", + " (up4): up(\n", + " (conv): Sequential(\n", + " (0): ConvTranspose2d(1024, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): Dropout(p=0.5, inplace=True)\n", + " (3): ReLU(inplace=True)\n", + " )\n", + " )\n", + " (up3): up(\n", + " (conv): Sequential(\n", + " (0): ConvTranspose2d(1024, 256, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): Dropout(p=0.5, inplace=True)\n", + " (3): ReLU(inplace=True)\n", + " )\n", + " )\n", + " (up2): up(\n", + " (conv): Sequential(\n", + " (0): ConvTranspose2d(512, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(128, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): Dropout(p=0.5, inplace=True)\n", + " (3): ReLU(inplace=True)\n", + " )\n", + " )\n", + " (up1): up(\n", + " (conv): Sequential(\n", + " (0): ConvTranspose2d(256, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(64, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): Dropout(p=0.5, inplace=True)\n", + " (3): ReLU(inplace=True)\n", + " )\n", + " )\n", + " (outc): outconv(\n", + " (conv): Sequential(\n", + " (0): ConvTranspose2d(128, 3, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): Tanh()\n", + " )\n", + " )\n", + ")" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# We take images that have 3 channels (RGB) as input and output an image that also have 3 channels (RGB)\n", + "generator = U_Net(3,3)\n", + "# Check that the architecture is as expected\n", + "generator" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "xIXFtHzcBUfO" + }, + "source": [ + "You should now have a working U-Net." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "RqD1katYBUfP" + }, + "source": [ + "<font color='red'>**Question 1**</font> \n", + "Knowing the input and output images will be 256x256, what will be the dimension of the encoded vector x8 ?\n", + "\n", + "<font color='red'>**Question 2**</font> \n", + "As you can see, U-net has an encoder-decoder architecture with skip connections. Explain why it works better than a traditional encoder-decoder." + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "<font color='green'>**Answer 1**</font> \n", + "\n", + "REVISAR \n", + "\n", + "Knowing that:\n", + "- Each downsampling operation halves the spatial resolution of the feature map while increasing the number of feature channels by a factor of 2\n", + "- X8 is obtained after 7 downsampling blocks\n", + "- Image space resolution is 256x256\n", + "\n", + "Therefore:\n", + "- The number of filters will be 64x2^7 = 8192\n", + "- The spatial resolution will be reduced by a factor of 2^7 = 128 times\n", + "\n", + "Thus, the dimension of the encoded vector x8 will be 1x8192x1x1.\n", + "\n", + "<font color='green'>**Answer 2**</font> \n", + "1. **It works with different image sizes**\n", + "In traditional encoder-decoder architectures, the output resolution is typically fixed and determined by the size of the input image. This can make it difficult to handle objects of different sizes in the input image. The skip connections in U-Net allow the network to learn features at multiple scales, making it better equipped to handle objects of different sizes. \n", + "2. **Preservation of spatial information**\n", + "In traditional encoder-decoder architectures, during the encoding process, a lot of spatial information is lost due to pooling operations. The skip connections in U-Net allow the high-resolution features from the encoder to be combined with the low-resolution features from the decoder, preserving spatial information and improving the accuracy of the segmentation.\n", + "3. **Better handling of class imbalance**\n", + " In many segmentation tasks, the number of pixels belonging to different classes can be highly imbalanced. Traditional encoder-decoder architectures may struggle to handle this imbalance, leading to poor performance on the minority class. The skip connections in U-Net allow the network to learn more effectively from the few positive examples, improving performance on the minority class." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "cchTp3thBUfR" + }, + "source": [ + "### Discriminator\n", + "\n", + "In the cGAN architecture, the chosen discriminator is a Patch GAN. It is a convolutional discriminator which enables to produce a map of the input pictures where each pixel represents a patch of size NxN of the input.\n", + "\n", + "\n", + "\n", + "The size N is given by the depth of the net. According to this table :\n", + "\n", + "| Number of layers | N |\n", + "| ---- | ---- |\n", + "| 1 | 16 |\n", + "| 2 | 34 |\n", + "| 3 | 70 |\n", + "| 4 | 142 |\n", + "| 5 | 286 |\n", + "| 6 | 574 |\n", + "\n", + "The number of layers actually means the number of layers with `kernel=(4,4)`, `padding=(1,1)` and `stride=(2,2)`. These layers are followed by 2 layers with `kernel=(4,4)`, `padding=(1,1)` and `stride=(1,1)`.\n", + "In our case we are going to create a 70x70 PatchGAN." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "ge6I7M0aBUfT" + }, + "source": [ + "Let's first create a few helping classes." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "RYqomFO8BUfV" + }, + "outputs": [], + "source": [ + "class conv_block(nn.Module):\n", + " def __init__(self, in_ch, out_ch, use_batchnorm=True, stride=2):\n", + " super(conv_block, self).__init__()\n", + " if use_batchnorm:\n", + " self.conv = nn.Sequential(\n", + " nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=stride),\n", + " nn.BatchNorm2d(out_ch),\n", + " nn.LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " else:\n", + " self.conv = nn.Sequential(\n", + " nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=stride),\n", + " nn.LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + "\n", + " def forward(self, x):\n", + " x = self.conv(x)\n", + " return x\n", + " \n", + "\n", + "class out_block(nn.Module):\n", + " def __init__(self, in_ch, out_ch):\n", + " super(out_block, self).__init__()\n", + " self.conv = nn.Sequential(\n", + " nn.Conv2d(in_ch, 1, kernel_size=4, padding=1, stride=1),\n", + " nn.Sigmoid()\n", + " )\n", + "\n", + " def forward(self, x):\n", + " x = self.conv(x)\n", + " return x" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "5m4Dnup4BUfc" + }, + "source": [ + "Now let's create the Patch GAN discriminator.\n", + "As we want a 70x70 Patch GAN, the architecture will be as follows :\n", + "```\n", + "1. C64 - K4, P1, S2\n", + "2. C128 - K4, P1, S2\n", + "3. C256 - K4, P1, S2\n", + "4. C512 - K4, P1, S1\n", + "5. C1 - K4, P1, S1 (output)\n", + "```\n", + "Where Ck denotes a convolution block with k filters, Kk a kernel of size k, Pk is the padding size and Sk the stride applied.\n", + "*Note :* For the first layer, we do not use batchnorm." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "AH6u5a-PBUfg" + }, + "source": [ + "<font color='red'>**Question 3**</font> \n", + "Knowing the input and output images will be 256x256, what will be the dimension of the encoded vector x8 ?Knowing input images will be 256x256 with 3 channels each, how many parameters are there to learn ?" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "g_9LxNhGBUfi" + }, + "outputs": [], + "source": [ + "class PatchGAN(nn.Module):\n", + " def __init__(self, n_channels, n_classes):\n", + " super(PatchGAN, self).__init__()\n", + " # TODO :\n", + " # create the 4 first layers named conv1 to conv4\n", + " self.conv1 = conv_block(n_channels, 64, use_batchnorm=True, stride=2)\n", + " self.conv2 = conv_block( 64, 128, use_batchnorm=False, stride=2) \n", + " self.conv3 = conv_block(128, 256, use_batchnorm=False, stride=1)\n", + " self.conv4 = conv_block(256, 512, use_batchnorm=False, stride=1)\n", + " # output layer\n", + " self.out = out_block(512, n_classes)\n", + " \n", + " def forward(self, x1, x2):\n", + " x = torch.cat([x2, x1], dim=1)\n", + " x = self.conv1(x)\n", + " x = self.conv2(x)\n", + " x = self.conv3(x)\n", + " x = self.conv4(x)\n", + " x = self.out(x)\n", + " return x" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "W_sevZRnBUfn" + }, + "outputs": [ + { + "data": { + "text/plain": [ + "PatchGAN(\n", + " (conv1): conv_block(\n", + " (conv): Sequential(\n", + " (0): Conv2d(6, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): BatchNorm2d(64, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", + " (2): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (conv2): conv_block(\n", + " (conv): Sequential(\n", + " (0): Conv2d(64, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", + " (1): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (conv3): conv_block(\n", + " (conv): Sequential(\n", + " (0): Conv2d(128, 256, kernel_size=(4, 4), stride=(1, 1), padding=(1, 1))\n", + " (1): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (conv4): conv_block(\n", + " (conv): Sequential(\n", + " (0): Conv2d(256, 512, kernel_size=(4, 4), stride=(1, 1), padding=(1, 1))\n", + " (1): LeakyReLU(negative_slope=0.2, inplace=True)\n", + " )\n", + " )\n", + " (out): out_block(\n", + " (conv): Sequential(\n", + " (0): Conv2d(512, 1, kernel_size=(4, 4), stride=(1, 1), padding=(1, 1))\n", + " (1): Sigmoid()\n", + " )\n", + " )\n", + ")" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# We have 6 input channels as we concatenate 2 images (with 3 channels each)\n", + "discriminator = PatchGAN(6,1)\n", + "discriminator" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "v_QubOycBUfv" + }, + "source": [ + "You should now have a working discriminator." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "DiI2CByRBUfz" + }, + "source": [ + "### Loss functions\n", + "\n", + "As we have seen in the choice of the various architectures for this GAN, the issue is to map both low and high frequencies.\n", + "To tackle this problem, this GAN rely on the architecture to map the high frequencies (U-Net + PatchGAN) and the loss function to learn low frequencies features. The global loss function will indeed be made of 2 parts :\n", + "* the first part to map hight frequencies, will try to optimize the mean squared error of the GAN.\n", + "* the second part to map low frequencies, will minimize the $\\mathcal{L}_1$ norm of the generated picture.\n", + "\n", + "So the loss can be defined as $$ G^* = arg\\ \\underset{G}{min}\\ \\underset{D}{max}\\ \\mathcal{L}_{cGAN}(G,D) + \\lambda \\mathcal{L}_1(G)$$" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "k4G_xewPBUf4" + }, + "outputs": [], + "source": [ + "# Loss functions\n", + "criterion_GAN = torch.nn.MSELoss()\n", + "criterion_pixelwise = torch.nn.L1Loss()\n", + "\n", + "# Loss weight of L1 pixel-wise loss between translated image and real image\n", + "lambda_pixel = 100" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "c12q2NwkBUf7" + }, + "source": [ + "### Training and evaluating models " + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "vGKjO0UMBUf9" + }, + "outputs": [], + "source": [ + "# parameters\n", + "epoch = 0 # epoch to start training from\n", + "n_epoch = 200 # number of epochs of training\n", + "batch_size =10 # size of the batches\n", + "lr = 0.0002 # adam: learning rate\n", + "b1 =0.5 # adam: decay of first order momentum of gradient\n", + "b2 = 0.999 # adam: decay of first order momentum of gradient\n", + "decay_epoch = 100 # epoch from which to start lr decay\n", + "img_height = 256 # size of image height\n", + "img_width = 256 # size of image width\n", + "channels = 3 # number of image channels\n", + "sample_interval = 500 # interval between sampling of images from generators\n", + "checkpoint_interval = -1 # interval between model checkpoints\n", + "cuda = True if torch.cuda.is_available() else False # do you have cuda ?" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "PhPkU7BDYooV" + }, + "source": [ + "Download the dataset. \n" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "8wyPjAxPYsNF" + }, + "outputs": [ + { + "ename": "FileExistsError", + "evalue": "[WinError 183] Cannot create a file when that file already exists: './facades/base' -> './facades/train'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mFileExistsError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[1;32mIn[27], line 46\u001b[0m\n\u001b[0;32m 44\u001b[0m \u001b[39mwith\u001b[39;00m zipfile\u001b[39m.\u001b[39mZipFile(\u001b[39m\"\u001b[39m\u001b[39mCMP_facade_DB_base.zip\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mr\u001b[39m\u001b[39m'\u001b[39m) \u001b[39mas\u001b[39;00m zip_ref:\n\u001b[0;32m 45\u001b[0m zip_ref\u001b[39m.\u001b[39mextractall(\u001b[39m\"\u001b[39m\u001b[39m./facades\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[1;32m---> 46\u001b[0m os\u001b[39m.\u001b[39;49mrename(\u001b[39m\"\u001b[39;49m\u001b[39m./facades/base\u001b[39;49m\u001b[39m\"\u001b[39;49m, \u001b[39m\"\u001b[39;49m\u001b[39m./facades/train\u001b[39;49m\u001b[39m\"\u001b[39;49m)\n\u001b[0;32m 48\u001b[0m \u001b[39m# Download ground truth\u001b[39;00m\n\u001b[0;32m 49\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mnot\u001b[39;00m os\u001b[39m.\u001b[39mpath\u001b[39m.\u001b[39mexists(\u001b[39m\"\u001b[39m\u001b[39mCMP_facade_DB_extended.zip\u001b[39m\u001b[39m\"\u001b[39m):\n", + "\u001b[1;31mFileExistsError\u001b[0m: [WinError 183] Cannot create a file when that file already exists: './facades/base' -> './facades/train'" + ] + } + ], + "source": [ + "import urllib.request\n", + "from tqdm import tqdm\n", + "import os\n", + "import zipfile\n", + "\n", + "def download_hook(t):\n", + " \"\"\"Wraps tqdm instance.\n", + " Don't forget to close() or __exit__()\n", + " the tqdm instance once you're done with it (easiest using `with` syntax).\n", + " Example\n", + " -------\n", + " >>> with tqdm(...) as t:\n", + " ... reporthook = my_hook(t)\n", + " ... urllib.request.urlretrieve(..., reporthook=reporthook)\n", + " \"\"\"\n", + " last_b = [0]\n", + "\n", + " def update_to(b=1, bsize=1, tsize=None):\n", + " \"\"\"\n", + " b : int, optional\n", + " Number of blocks transferred so far [default: 1].\n", + " bsize : int, optional\n", + " Size of each block (in tqdm units) [default: 1].\n", + " tsize : int, optional\n", + " Total size (in tqdm units). If [default: None] remains unchanged.\n", + " \"\"\"\n", + " if tsize is not None:\n", + " t.total = tsize\n", + " t.update((b - last_b[0]) * bsize)\n", + " last_b[0] = b\n", + "\n", + " return update_to\n", + "\n", + "def download(url, save_dir):\n", + " filename = url.split('/')[-1]\n", + " with tqdm(unit = 'B', unit_scale = True, unit_divisor = 1024, miniters = 1, desc = filename) as t:\n", + " urllib.request.urlretrieve(url, filename = os.path.join(save_dir, filename), reporthook = download_hook(t), data = None)\n", + "\n", + "if __name__ == '__main__':\n", + " # Download ground truth\n", + " if not os.path.exists(\"CMP_facade_DB_base.zip\"):\n", + " download(\"http://cmp.felk.cvut.cz/~tylecr1/facade/CMP_facade_DB_base.zip\", \"./\")\n", + " # Extract in the correct folder\n", + " with zipfile.ZipFile(\"CMP_facade_DB_base.zip\", 'r') as zip_ref:\n", + " zip_ref.extractall(\"./facades\")\n", + " os.rename(\"./facades/base\", \"./facades/train\")\n", + "\n", + " # Download ground truth\n", + " if not os.path.exists(\"CMP_facade_DB_extended.zip\"):\n", + " download(\"http://cmp.felk.cvut.cz/~tylecr1/facade/CMP_facade_DB_extended.zip\", \"./\")\n", + " # Extract in the correct folder\n", + " with zipfile.ZipFile(\"CMP_facade_DB_extended.zip\", 'r') as zip_ref:\n", + " zip_ref.extractall(\"./facades\")\n", + " os.rename(\"./facades/extended\", \"./facades/val\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "6DHT9c0_BUgA" + }, + "source": [ + "Configure the dataloader" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "rxi_QIpgBUgB" + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\filip\\AppData\\Local\\Temp\\ipykernel_20640\\1926679325.py:32: DeprecationWarning: BICUBIC is deprecated and will be removed in Pillow 10 (2023-07-01). Use Resampling.BICUBIC instead.\n", + " transforms_ = [transforms.Resize((img_height, img_width), Image.BICUBIC),\n", + "c:\\Users\\filip\\anaconda3\\lib\\site-packages\\torchvision\\transforms\\transforms.py:329: UserWarning: Argument 'interpolation' of type int is deprecated since 0.13 and will be removed in 0.15. Please use InterpolationMode enum.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "class ImageDataset(Dataset):\n", + " def __init__(self, root, transforms_=None, mode='train'):\n", + " self.transform = transforms.Compose(transforms_)\n", + "\n", + " self.files_img = sorted(glob.glob(os.path.join(root, mode) + '/*.jpg'))\n", + " if mode == 'val':\n", + " self.files_img.extend(\n", + " sorted(glob.glob(os.path.join(root, 'val') + '/*.jpg')))\n", + "\n", + " self.files_mask = sorted(glob.glob(os.path.join(root, mode) + '/*.png'))\n", + " if mode == 'val':\n", + " self.files_mask.extend(\n", + " sorted(glob.glob(os.path.join(root, 'val') + '/*.png')))\n", + " \n", + " assert len(self.files_img) == len(self.files_mask)\n", + "\n", + " def __getitem__(self, index):\n", + "\n", + " img = Image.open(self.files_img[index % len(self.files_img)])\n", + " mask = Image.open(self.files_mask[index % len(self.files_img)])\n", + " mask = mask.convert('RGB')\n", + "\n", + " img = self.transform(img)\n", + " mask = self.transform(mask)\n", + "\n", + " return img, mask\n", + "\n", + " def __len__(self):\n", + " return len(self.files_img)\n", + " \n", + "# Configure dataloaders\n", + "transforms_ = [transforms.Resize((img_height, img_width), Image.BICUBIC),\n", + " transforms.ToTensor()] # transforms.Normalize((0.5,0.5,0.5), (0.5,0.5,0.5))\n", + "\n", + "dataloader = DataLoader(ImageDataset(\"facades\", transforms_=transforms_),\n", + " batch_size=16, shuffle=True)\n", + "\n", + "val_dataloader = DataLoader(ImageDataset(\"facades\", transforms_=transforms_, mode='val'),\n", + " batch_size=8, shuffle=False)\n", + "\n", + "# Tensor type\n", + "Tensor = torch.cuda.FloatTensor if cuda else torch.FloatTensor" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "Okb3LU76BUgG" + }, + "source": [ + "Check the loading works and a few helper functions" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "xuxq4TZRBUgJ" + }, + "outputs": [], + "source": [ + "def plot2x2Array(image, mask):\n", + " f, axarr = plt.subplots(1, 2)\n", + " axarr[0].imshow(image)\n", + " axarr[1].imshow(mask)\n", + "\n", + " axarr[0].set_title('Image')\n", + " axarr[1].set_title('Mask')\n", + "\n", + "\n", + "def reverse_transform(image):\n", + " image = image.numpy().transpose((1, 2, 0))\n", + " image = np.clip(image, 0, 1)\n", + " image = (image * 255).astype(np.uint8)\n", + "\n", + " return image\n", + "\n", + "def plot2x3Array(image, mask,predict):\n", + " f, axarr = plt.subplots(1,3,figsize=(15,15))\n", + " axarr[0].imshow(image)\n", + " axarr[1].imshow(mask)\n", + " axarr[2].imshow(predict)\n", + " axarr[0].set_title('input')\n", + " axarr[1].set_title('real')\n", + " axarr[2].set_title('fake')" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "m2NxLrQEBUgM" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "<Figure size 640x480 with 2 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "image, mask = next(iter(dataloader))\n", + "image = reverse_transform(image[0])\n", + "mask = reverse_transform(mask[0])\n", + "plot2x2Array(image, mask)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "zAvaxAbxBUgQ" + }, + "source": [ + "Initialize our GAN" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "dVgF3qfDBUgR" + }, + "outputs": [], + "source": [ + "# Calculate output of image discriminator (PatchGAN)\n", + "patch = (1, img_height//2**3-2, img_width//2**3-2)\n", + "\n", + "if cuda:\n", + " generator = generator.cuda()\n", + " discriminator = discriminator.cuda()\n", + " criterion_GAN.cuda()\n", + " criterion_pixelwise.cuda()\n", + " \n", + "# Optimizers\n", + "optimizer_G = torch.optim.Adam(generator.parameters(), lr=lr, betas=(b1, b2))\n", + "optimizer_D = torch.optim.Adam(discriminator.parameters(), lr=lr, betas=(b1, b2))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "rN3cbiWaBUgf" + }, + "source": [ + "Start training" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "msmQQUX-BUgh" + }, + "outputs": [], + "source": [ + "def save_model(epoch):\n", + " # save your work\n", + " torch.save({\n", + " 'epoch': epoch,\n", + " 'model_state_dict': generator.state_dict(),\n", + " 'optimizer_state_dict': optimizer_G.state_dict(),\n", + " 'loss': loss_G,\n", + " }, 'generator_'+str(epoch)+'.pth')\n", + " torch.save({\n", + " 'epoch': epoch,\n", + " 'model_state_dict': discriminator.state_dict(),\n", + " 'optimizer_state_dict': optimizer_D.state_dict(),\n", + " 'loss': loss_D,\n", + " }, 'discriminator_'+str(epoch)+'.pth')\n", + " \n", + "def weights_init_normal(m):\n", + " classname = m.__class__.__name__\n", + " if classname.find('Conv') != -1:\n", + " torch.nn.init.normal_(m.weight.data, 0.0, 0.02)\n", + " elif classname.find('BatchNorm2d') != -1:\n", + " torch.nn.init.normal_(m.weight.data, 1.0, 0.02)\n", + " torch.nn.init.constant_(m.bias.data, 0.0)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "6UXrZLLNBUgq" + }, + "source": [ + "<font color='red'>Complete the loss function </font> in the following training code and train your network: " + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "7NUuGcQ0SiJw" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "torch.Size([16, 512, 1, 1])\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\filip\\anaconda3\\lib\\site-packages\\torch\\nn\\modules\\loss.py:536: UserWarning: Using a target size (torch.Size([16, 1, 30, 30])) that is different to the input size (torch.Size([16, 1, 61, 61])). This will likely lead to incorrect results due to broadcasting. Please ensure they have the same size.\n", + " return F.mse_loss(input, target, reduction=self.reduction)\n" + ] + }, + { + "ename": "RuntimeError", + "evalue": "The size of tensor a (61) must match the size of tensor b (30) at non-singleton dimension 3", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mRuntimeError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[1;32mIn[33], line 40\u001b[0m\n\u001b[0;32m 38\u001b[0m fake_image \u001b[39m=\u001b[39m generator(real_mask)\n\u001b[0;32m 39\u001b[0m pred_fake \u001b[39m=\u001b[39m discriminator(fake_image, real_mask)\n\u001b[1;32m---> 40\u001b[0m loss_GAN \u001b[39m=\u001b[39m criterion_GAN(pred_fake, valid)\n\u001b[0;32m 41\u001b[0m \u001b[39mprint\u001b[39m(loss_GAN)\n\u001b[0;32m 43\u001b[0m \u001b[39m# Pixel-wise loss\u001b[39;00m\n\u001b[0;32m 44\u001b[0m \u001b[39m# TO DO: Put here your pixel loss\u001b[39;00m\n", + "File \u001b[1;32mc:\\Users\\filip\\anaconda3\\lib\\site-packages\\torch\\nn\\modules\\module.py:1194\u001b[0m, in \u001b[0;36mModule._call_impl\u001b[1;34m(self, *input, **kwargs)\u001b[0m\n\u001b[0;32m 1190\u001b[0m \u001b[39m# If we don't have any hooks, we want to skip the rest of the logic in\u001b[39;00m\n\u001b[0;32m 1191\u001b[0m \u001b[39m# this function, and just call forward.\u001b[39;00m\n\u001b[0;32m 1192\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mnot\u001b[39;00m (\u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_backward_hooks \u001b[39mor\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_forward_hooks \u001b[39mor\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_forward_pre_hooks \u001b[39mor\u001b[39;00m _global_backward_hooks\n\u001b[0;32m 1193\u001b[0m \u001b[39mor\u001b[39;00m _global_forward_hooks \u001b[39mor\u001b[39;00m _global_forward_pre_hooks):\n\u001b[1;32m-> 1194\u001b[0m \u001b[39mreturn\u001b[39;00m forward_call(\u001b[39m*\u001b[39m\u001b[39minput\u001b[39m, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[0;32m 1195\u001b[0m \u001b[39m# Do not call functions when jit is used\u001b[39;00m\n\u001b[0;32m 1196\u001b[0m full_backward_hooks, non_full_backward_hooks \u001b[39m=\u001b[39m [], []\n", + "File \u001b[1;32mc:\\Users\\filip\\anaconda3\\lib\\site-packages\\torch\\nn\\modules\\loss.py:536\u001b[0m, in \u001b[0;36mMSELoss.forward\u001b[1;34m(self, input, target)\u001b[0m\n\u001b[0;32m 535\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mforward\u001b[39m(\u001b[39mself\u001b[39m, \u001b[39minput\u001b[39m: Tensor, target: Tensor) \u001b[39m-\u001b[39m\u001b[39m>\u001b[39m Tensor:\n\u001b[1;32m--> 536\u001b[0m \u001b[39mreturn\u001b[39;00m F\u001b[39m.\u001b[39;49mmse_loss(\u001b[39minput\u001b[39;49m, target, reduction\u001b[39m=\u001b[39;49m\u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mreduction)\n", + "File \u001b[1;32mc:\\Users\\filip\\anaconda3\\lib\\site-packages\\torch\\nn\\functional.py:3291\u001b[0m, in \u001b[0;36mmse_loss\u001b[1;34m(input, target, size_average, reduce, reduction)\u001b[0m\n\u001b[0;32m 3288\u001b[0m \u001b[39mif\u001b[39;00m size_average \u001b[39mis\u001b[39;00m \u001b[39mnot\u001b[39;00m \u001b[39mNone\u001b[39;00m \u001b[39mor\u001b[39;00m reduce \u001b[39mis\u001b[39;00m \u001b[39mnot\u001b[39;00m \u001b[39mNone\u001b[39;00m:\n\u001b[0;32m 3289\u001b[0m reduction \u001b[39m=\u001b[39m _Reduction\u001b[39m.\u001b[39mlegacy_get_string(size_average, reduce)\n\u001b[1;32m-> 3291\u001b[0m expanded_input, expanded_target \u001b[39m=\u001b[39m torch\u001b[39m.\u001b[39;49mbroadcast_tensors(\u001b[39minput\u001b[39;49m, target)\n\u001b[0;32m 3292\u001b[0m \u001b[39mreturn\u001b[39;00m torch\u001b[39m.\u001b[39m_C\u001b[39m.\u001b[39m_nn\u001b[39m.\u001b[39mmse_loss(expanded_input, expanded_target, _Reduction\u001b[39m.\u001b[39mget_enum(reduction))\n", + "File \u001b[1;32mc:\\Users\\filip\\anaconda3\\lib\\site-packages\\torch\\functional.py:74\u001b[0m, in \u001b[0;36mbroadcast_tensors\u001b[1;34m(*tensors)\u001b[0m\n\u001b[0;32m 72\u001b[0m \u001b[39mif\u001b[39;00m has_torch_function(tensors):\n\u001b[0;32m 73\u001b[0m \u001b[39mreturn\u001b[39;00m handle_torch_function(broadcast_tensors, tensors, \u001b[39m*\u001b[39mtensors)\n\u001b[1;32m---> 74\u001b[0m \u001b[39mreturn\u001b[39;00m _VF\u001b[39m.\u001b[39;49mbroadcast_tensors(tensors)\n", + "\u001b[1;31mRuntimeError\u001b[0m: The size of tensor a (61) must match the size of tensor b (30) at non-singleton dimension 3" + ] + } + ], + "source": [ + "# ----------\n", + "# Training\n", + "# ----------\n", + "\n", + "losses = []\n", + "num_epochs = 200\n", + "\n", + "# Initialize weights\n", + "generator.apply(weights_init_normal)\n", + "discriminator.apply(weights_init_normal)\n", + "epoch_discriminator = 0\n", + "epoch_generator = 0\n", + "\n", + "# train the network\n", + "discriminator.train()\n", + "generator.train()\n", + "print_every = 400\n", + "\n", + "for epoch in range(epoch_generator, num_epochs):\n", + " for i, batch in enumerate(dataloader):\n", + "\n", + " # Model inputs\n", + " real_image = Variable(batch[0].type(Tensor))\n", + " real_mask = Variable(batch[1].type(Tensor))\n", + "\n", + " # Adversarial ground truths\n", + " valid = Variable(Tensor(np.ones((real_mask.size(0), *patch))), requires_grad=False)\n", + " fake = Variable(Tensor(np.zeros((real_mask.size(0), *patch))), requires_grad=False)\n", + "\n", + " # ------------------\n", + " # Train Generators\n", + " # ------------------\n", + "\n", + " optimizer_G.zero_grad()\n", + "\n", + " # GAN loss\n", + " # TO DO: Put here your GAN loss\n", + " fake_image = generator(real_mask)\n", + " pred_fake = discriminator(fake_image, real_mask)\n", + " loss_GAN = criterion_GAN(pred_fake, valid)\n", + "\n", + " # Pixel-wise loss\n", + " # TO DO: Put here your pixel loss\n", + " loss_pixel = criterion_pixelwise(fake_image, real_mask)\n", + "\n", + " # Total loss\n", + " # TO DO: Put here your total loss\n", + " loss_G = loss_GAN + lambda_pixel * loss_pixel\n", + "\n", + " # Generate a fake image\n", + " fake_image = generator(real_mask) \n", + "\n", + " loss_G.backward()\n", + "\n", + " optimizer_G.step()\n", + "\n", + " # ---------------------\n", + " # Train Discriminator\n", + " # ---------------------\n", + "\n", + " optimizer_D.zero_grad()\n", + "\n", + " # Real loss\n", + " pred_real = discriminator(real_image, real_mask)\n", + " loss_real = criterion_GAN(pred_real, valid)\n", + "\n", + " # Fake loss\n", + " pred_fake = discriminator(fake_image.detach(), real_mask)\n", + " loss_fake = criterion_GAN(pred_fake, fake)\n", + "\n", + " # Total loss\n", + " loss_D = 0.5 * (loss_real + loss_fake)\n", + "\n", + " loss_D.backward()\n", + " optimizer_D.step()\n", + " \n", + " # Print some loss stats\n", + " if i % print_every == 0:\n", + " # print discriminator and generator loss\n", + " print('Epoch [{:5d}/{:5d}] | d_loss: {:6.4f} | g_loss: {:6.4f}'.format(\n", + " epoch+1, num_epochs, loss_D.item(), loss_G.item()))\n", + " ## AFTER EACH EPOCH##\n", + " # append discriminator loss and generator loss\n", + " losses.append((loss_D.item(), loss_G.item()))\n", + " if epoch % 100 == 0:\n", + " print('Saving model...')\n", + " save_model(epoch)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(tensor([[[[0.4916, 0.4989, 0.4954, ..., 0.5531, 0.5339, 0.5493],\n", + " [0.5323, 0.5443, 0.5947, ..., 0.5612, 0.5084, 0.5385],\n", + " [0.5879, 0.5382, 0.5155, ..., 0.5112, 0.4864, 0.5469],\n", + " ...,\n", + " [0.5418, 0.5578, 0.5609, ..., 0.5487, 0.5322, 0.5050],\n", + " [0.5637, 0.5245, 0.5448, ..., 0.5220, 0.5130, 0.5474],\n", + " [0.5649, 0.5243, 0.5599, ..., 0.5345, 0.5515, 0.5598]]],\n", + " \n", + " \n", + " [[[0.5550, 0.5323, 0.4913, ..., 0.5572, 0.5294, 0.5125],\n", + " 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[1., 1., 1., ..., 1., 1., 1.],\n", + " ...,\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.]]],\n", + " \n", + " \n", + " [[[1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " ...,\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.]]],\n", + " \n", + " \n", + " [[[1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " ...,\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.],\n", + " [1., 1., 1., ..., 1., 1., 1.]]]], device='cuda:0'))" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pred_fake, valid" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "Ed-ZbuVWBUgu" + }, + "source": [ + "Observation of the loss along the training" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "nOLW054DTLpg" + }, + "outputs": [], + "source": [ + "fig, ax = plt.subplots()\n", + "losses = np.array(losses)\n", + "plt.plot(losses.T[0], label='Discriminator')\n", + "plt.plot(losses.T[1], label='Generator')\n", + "plt.title(\"Training Losses\")\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "S58kJj9HBUgV" + }, + "source": [ + "If the training takes too much time, you can use a pretrained model in the meantime, to evaluate its performance.\n", + "\n", + "It is available at : https://partage.liris.cnrs.fr/index.php/s/xwEFmxn9ANeq4zY" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "i0TC5qK3BUg4" + }, + "source": [ + "### Evaluate your cGAN" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "fYBRR6NYBUg6" + }, + "outputs": [], + "source": [ + "def load_model(epoch=200):\n", + " if 'generator_'+str(epoch)+'.pth' in os.listdir() and 'discriminator_'+str(epoch)+'.pth' in os.listdir():\n", + " if cuda:\n", + " checkpoint_generator = torch.load('generator_'+str(epoch)+'.pth')\n", + " else:\n", + " checkpoint_generator = torch.load('generator_'+str(epoch)+'.pth', map_location='cpu')\n", + " generator.load_state_dict(checkpoint_generator['model_state_dict'])\n", + " optimizer_G.load_state_dict(checkpoint_generator['optimizer_state_dict'])\n", + " epoch_generator = checkpoint_generator['epoch']\n", + " loss_G = checkpoint_generator['loss']\n", + "\n", + " if cuda:\n", + " checkpoint_discriminator = torch.load('discriminator_'+str(epoch)+'.pth')\n", + " else:\n", + " checkpoint_discriminator = torch.load('discriminator_'+str(epoch)+'.pth', map_location='cpu')\n", + " discriminator.load_state_dict(checkpoint_discriminator['model_state_dict'])\n", + " optimizer_D.load_state_dict(checkpoint_discriminator['optimizer_state_dict'])\n", + " epoch_discriminator = checkpoint_discriminator['epoch']\n", + " loss_D = checkpoint_discriminator['loss']\n", + " else:\n", + " print('There isn\\' a training available with this number of epochs')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "4V0DwQomBUg9" + }, + "outputs": [], + "source": [ + "load_model(epoch=200)\n", + "\n", + "# switching mode\n", + "generator.eval()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "gyvmvkIvBUhB" + }, + "outputs": [], + "source": [ + "# show a sample evaluation image on the training base\n", + "image, mask = next(iter(dataloader))\n", + "output = generator(mask.type(Tensor))\n", + "output = output.view(16, 3, 256, 256)\n", + "output = output.cpu().detach()\n", + "for i in range(8):\n", + " image_plot = reverse_transform(image[i])\n", + " output_plot = reverse_transform(output[i])\n", + " mask_plot = reverse_transform(mask[i])\n", + " plot2x3Array(mask_plot,image_plot,output_plot)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "nqvrxBoGBUhD" + }, + "outputs": [], + "source": [ + "# show a sample evaluation image on the validation dataset\n", + "image, mask = next(iter(val_dataloader))\n", + "output = generator(mask.type(Tensor))\n", + "output = output.view(8, 3, 256, 256)\n", + "output = output.cpu().detach()\n", + "for i in range(8):\n", + " image_plot = reverse_transform(image[i])\n", + " output_plot = reverse_transform(output[i])\n", + " mask_plot = reverse_transform(mask[i])\n", + " plot2x3Array(mask_plot,image_plot,output_plot)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "qkFVjRsOBUhG" + }, + "source": [ + "<font color='red'>**Question 4**</font> \n", + "Compare results for 100 and 200 epochs" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "k85Cl5_UDWyv" + }, + "outputs": [], + "source": [ + "# TO DO : Your code here to load and evaluate with a few samples\n", + "# a model after 100 epochs\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": {}, + "colab_type": "code", + "id": "_GbMIfRXBUhH" + }, + "outputs": [], + "source": [ + "# And finally :\n", + "if cuda:\n", + " torch.cuda.empty_cache()" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": { + "colab_type": "text", + "id": "rVxSSPJgK60P" + }, + "source": [ + "# How to submit your Work ?\n", + "\n", + "This work must be done individually. The expected output is a repository named gan-cgan on https://gitlab.ec-lyon.fr. It must contain your notebook (or python files) and a README.md file that explains briefly the successive steps of the project. The last commit is due before 11:59 pm on Wednesday, March 29, 2023. Subsequent commits will not be considered." + ] + } + ], + "metadata": { + "colab": { + "collapsed_sections": [], + "name": "BE2 - GAN and cGAN.ipynb", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/BE2_GAN_and_cGAN.py b/BE2_GAN_and_cGAN.py deleted file mode 100644 index 8acf162..0000000 --- a/BE2_GAN_and_cGAN.py +++ /dev/null @@ -1,689 +0,0 @@ -# -*- coding: utf-8 -*- -"""BE2 - GAN and cGAN.ipynb - -<h1 ><big><center>MSO 3.4 - Deep Structured Learning</center></big></h1> - -<h2><big><center> BE 2 - GANs and cGAN </center></big></h2> - -<h5><big><center>Adapted from <i>Projet d'Option</i> of : Mhamed Jabri, Martin Chauvin, Ahmed Sahraoui, Zakariae Moustaïne and Taoufik Bouchikhi - - -<p align="center"> -<img height=300px src="https://cdn-images-1.medium.com/max/1080/0*tJRy5Chmk4XymxwN.png"/></p> -<p align="center"></p> - -The aim of this assignment is to discover GANs, understand how they are implemented and then explore one specific architecture of GANs that allows us to perform image to image translation (which corresponds to the picture that you can see above this text ! ) - -Before starting the exploration of the world of GANs, here's what students should do and send back for this assignement : -* In the "tutorial" parts of this assignement that focus on explaining new concepts, you'll find <font color='red'>**questions**</font> that aim to test your understanding of those concepts. -* In some of the code cells, you'll have to complete the code and you'll find a "TO DO" explaining what you should implement. - -# Part1: DC-GAN - -In this part, we aim to learn and understand the basic concepts of **Generative Adversarial Networks** through a DCGAN and generate new celebrities from the learned network after showing it real celebrities. For this purpose, please study the tutorial here: https://pytorch.org/tutorials/beginner/dcgan_faces_tutorial.html - -##Work to do -Now we want to generate handwritten digits using the MNIST dataset. It is available within torvision package (https://pytorch.org/vision/stable/generated/torchvision.datasets.MNIST.html#torchvision.datasets.MNIST) - -Please re-train the DCGAN and display some automatically generated handwritten digits. -""" - -#TO DO: your code here to adapt the code from the tutorial to experiment on MNIST dataset - -"""# Part2: Conditional GAN (cGAN) - -Let's take the example of the set described in the next picture. - - -We have a picture of a map (from Google Maps) and we want to create an image of what the satellite view may look like. - -As we are not only trying to generate a random picture but a mapping between a picture to another one, we can't use the standard GAN architecture. We will then use a cGAN. - -A cGAN is a supervised GAN aiming at mapping a label picture to a real one or a real picture to a label one. As you can see in the diagram below, the discriminator will take as input a pair of images and try to predict if the pair was generated or not. The generator will not only generate an image from noise but will also use an image (label or real) to generate another one (real or label). - - -### Generator - -In the cGAN architecture, the generator chosen is a U-Net. - - -A U-Net takes as input an image, and outputs another image. - -It can be divided into 2 subparts : an encoder and a decoder. -* The encoder takes the input image and reduces its dimension to encode the main features into a vector. -* The decoder takes this vector and map the features stored into an image. - -A U-Net architecture is different from a classic encoder-decoder in that every layer of the decoder takes as input the previous decoded output as well as the output vector from the encoder layers of the same level. It allows the decoder to map low frequencies information encoded during the descent as well as high frequencies from the original picture. - - - -The architecture we will implement is the following (the number in the square is the number of filters used). - - -The encoder will take as input a colored picture (3 channels: RGB), it will pass through a series of convolution layers to encode the features of the picture. It will then be decoded by the decoder using transposed convolutional layers. These layers will take as input the previous decoded vector AND the encoded features of the same level. - -Now, let's create or cGAN to generate facades from a template image. For this purpose, we will use the "Facade" dataset available at http://cmp.felk.cvut.cz/~tylecr1/facade/. - -Let's first create a few classes describing the layers we will use in the U-Net. -""" - -# Importing all the libraries needed -import matplotlib.pyplot as plt -import imageio -import glob -import random -import os -import numpy as np -import math -import itertools -import time -import datetime -import cv2 -from pathlib import Path -from PIL import Image - -from torch.utils.data import Dataset, DataLoader -import torchvision.transforms as transforms -from torchvision.utils import save_image, make_grid -from torchvision import datasets -from torch.autograd import Variable - -import torch.nn as nn -import torch.nn.functional as F -import torch - -# code adapted from https://github.com/milesial/Pytorch-UNet/blob/master/unet/unet_parts.py - -# Input layer -class inconv(nn.Module): - def __init__(self, in_ch, out_ch): - super(inconv, self).__init__() - self.conv = nn.Sequential( - nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2), - nn.LeakyReLU(negative_slope=0.2, inplace=True) - ) - - def forward(self, x): - x = self.conv(x) - return x - -# Encoder layer -class down(nn.Module): - def __init__(self, in_ch, out_ch): - super(down, self).__init__() - self.conv = nn.Sequential( - nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2), - nn.BatchNorm2d(out_ch), - nn.LeakyReLU(negative_slope=0.2, inplace=True) - ) - - def forward(self, x): - x = self.conv(x) - return x - -# Decoder layer -class up(nn.Module): - def __init__(self, in_ch, out_ch, dropout=False): - super(up, self).__init__() - if dropout : - self.conv = nn.Sequential( - nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2), - nn.BatchNorm2d(out_ch), - nn.Dropout(0.5, inplace=True), - nn.ReLU(inplace=True) - ) - else: - self.conv = nn.Sequential( - nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2), - nn.BatchNorm2d(out_ch), - nn.ReLU(inplace=True) - ) - - def forward(self, x1, x2): - x1 = self.conv(x1) - x = torch.cat([x1, x2], dim=1) - return x - -# Output layer -class outconv(nn.Module): - def __init__(self, in_ch, out_ch): - super(outconv, self).__init__() - self.conv = nn.Sequential( - nn.ConvTranspose2d(in_ch, out_ch, kernel_size=4, padding=1, stride=2), - nn.Tanh() - ) - - def forward(self, x): - x = self.conv(x) - return x - -"""Now let's create the U-Net using the helper classes defined previously.""" - -class U_Net(nn.Module): - ''' - Ck denotes a Convolution-BatchNorm-ReLU layer with k filters. - CDk denotes a Convolution-BatchNorm-Dropout-ReLU layer with a dropout rate of 50% - Encoder: - C64 - C128 - C256 - C512 - C512 - C512 - C512 - C512 - Decoder: - CD512 - CD1024 - CD1024 - C1024 - C1024 - C512 - C256 - C128 - ''' - def __init__(self, n_channels, n_classes): - super(U_Net, self).__init__() - # Encoder - self.inc = inconv(n_channels, 64) # 64 filters - # TO DO : - # Create the 7 encoder layers called "down1" to "down7" following this sequence - # C64 - C128 - C256 - C512 - C512 - C512 - C512 - C512 - # The first one has already been implemented - - - # Decoder - # TO DO : - # Create the 7 decoder layers called up1 to up7 following this sequence : - # CD512 - CD1024 - CD1024 - C1024 - C1024 - C512 - C256 - C128 - # The last layer has already been defined - - - self.outc = outconv(128, n_classes) # 128 filters - - def forward(self, x): - x1 = self.inc(x) - x2 = self.down1(x1) - x3 = self.down2(x2) - x4 = self.down3(x3) - x5 = self.down4(x4) - x6 = self.down5(x5) - x7 = self.down6(x6) - x8 = self.down7(x7) - # At this stage x8 is our encoded vector, we will now decode it - x = self.up7(x8, x7) - x = self.up6(x, x6) - x = self.up5(x, x5) - x = self.up4(x, x4) - x = self.up3(x, x3) - x = self.up2(x, x2) - x = self.up1(x, x1) - x = self.outc(x) - return x - -# We take images that have 3 channels (RGB) as input and output an image that also have 3 channels (RGB) -generator=U_Net(3,3) -# Check that the architecture is as expected -generator - -"""You should now have a working U-Net. - -<font color='red'>**Question 1**</font> -Knowing the input and output images will be 256x256, what will be the dimension of the encoded vector x8 ? - -<font color='red'>**Question 2**</font> -As you can see, U-net has an encoder-decoder architecture with skip connections. Explain why it works better than a traditional encoder-decoder. - -### Discriminator - -In the cGAN architecture, the chosen discriminator is a Patch GAN. It is a convolutional discriminator which enables to produce a map of the input pictures where each pixel represents a patch of size NxN of the input. - - - -The size N is given by the depth of the net. According to this table : - -| Number of layers | N | -| ---- | ---- | -| 1 | 16 | -| 2 | 34 | -| 3 | 70 | -| 4 | 142 | -| 5 | 286 | -| 6 | 574 | - -The number of layers actually means the number of layers with `kernel=(4,4)`, `padding=(1,1)` and `stride=(2,2)`. These layers are followed by 2 layers with `kernel=(4,4)`, `padding=(1,1)` and `stride=(1,1)`. -In our case we are going to create a 70x70 PatchGAN. - -Let's first create a few helping classes. -""" - -class conv_block(nn.Module): - def __init__(self, in_ch, out_ch, use_batchnorm=True, stride=2): - super(conv_block, self).__init__() - if use_batchnorm: - self.conv = nn.Sequential( - nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=stride), - nn.BatchNorm2d(out_ch), - nn.LeakyReLU(negative_slope=0.2, inplace=True) - ) - else: - self.conv = nn.Sequential( - nn.Conv2d(in_ch, out_ch, kernel_size=4, padding=1, stride=stride), - nn.LeakyReLU(negative_slope=0.2, inplace=True) - ) - - def forward(self, x): - x = self.conv(x) - return x - - -class out_block(nn.Module): - def __init__(self, in_ch, out_ch): - super(out_block, self).__init__() - self.conv = nn.Sequential( - nn.Conv2d(in_ch, 1, kernel_size=4, padding=1, stride=1), - nn.Sigmoid() - ) - - def forward(self, x): - x = self.conv(x) - return x - -"""Now let's create the Patch GAN discriminator. -As we want a 70x70 Patch GAN, the architecture will be as follows : -``` -1. C64 - K4, P1, S2 -2. C128 - K4, P1, S2 -3. C256 - K4, P1, S2 -4. C512 - K4, P1, S1 -5. C1 - K4, P1, S1 (output) -``` -Where Ck denotes a convolution block with k filters, Kk a kernel of size k, Pk is the padding size and Sk the stride applied. -*Note :* For the first layer, we do not use batchnorm. - -<font color='red'>**Question 3**</font> -Knowing the input and output images will be 256x256, what will be the dimension of the encoded vector x8 ?Knowing input images will be 256x256 with 3 channels each, how many parameters are there to learn ? -""" - -class PatchGAN(nn.Module): - def __init__(self, n_channels, n_classes): - super(PatchGAN, self).__init__() - # TODO : - # create the 4 first layers named conv1 to conv4 - self.conv1 = - self.conv2 = - self.conv3 = - self.conv4 = - # output layer - self.out = out_block(512, n_classes) - - def forward(self, x1, x2): - x = torch.cat([x2, x1], dim=1) - x = self.conv1(x) - x = self.conv2(x) - x = self.conv3(x) - x = self.conv4(x) - x = self.out(x) - return x - -# We have 6 input channels as we concatenate 2 images (with 3 channels each) -discriminator = PatchGAN(6,1) -discriminator - -"""You should now have a working discriminator. - -### Loss functions - -As we have seen in the choice of the various architectures for this GAN, the issue is to map both low and high frequencies. -To tackle this problem, this GAN rely on the architecture to map the high frequencies (U-Net + PatchGAN) and the loss function to learn low frequencies features. The global loss function will indeed be made of 2 parts : -* the first part to map hight frequencies, will try to optimize the mean squared error of the GAN. -* the second part to map low frequencies, will minimize the $\mathcal{L}_1$ norm of the generated picture. - -So the loss can be defined as $$ G^* = arg\ \underset{G}{min}\ \underset{D}{max}\ \mathcal{L}_{cGAN}(G,D) + \lambda \mathcal{L}_1(G)$$ -""" - -# Loss functions -criterion_GAN = torch.nn.MSELoss() -criterion_pixelwise = torch.nn.L1Loss() - -# Loss weight of L1 pixel-wise loss between translated image and real image -lambda_pixel = 100 - -"""### Training and evaluating models""" - -# parameters -epoch = 0 # epoch to start training from -n_epoch = 200 # number of epochs of training -batch_size =10 # size of the batches -lr = 0.0002 # adam: learning rate -b1 =0.5 # adam: decay of first order momentum of gradient -b2 = 0.999 # adam: decay of first order momentum of gradient -decay_epoch = 100 # epoch from which to start lr decay -img_height = 256 # size of image height -img_width = 256 # size of image width -channels = 3 # number of image channels -sample_interval = 500 # interval between sampling of images from generators -checkpoint_interval = -1 # interval between model checkpoints -cuda = True if torch.cuda.is_available() else False # do you have cuda ? - -"""Download the dataset.""" - -import urllib.request -from tqdm import tqdm -import os -import zipfile - -def download_hook(t): - """Wraps tqdm instance. - Don't forget to close() or __exit__() - the tqdm instance once you're done with it (easiest using `with` syntax). - Example - ------- - >>> with tqdm(...) as t: - ... reporthook = my_hook(t) - ... urllib.request.urlretrieve(..., reporthook=reporthook) - """ - last_b = [0] - - def update_to(b=1, bsize=1, tsize=None): - """ - b : int, optional - Number of blocks transferred so far [default: 1]. - bsize : int, optional - Size of each block (in tqdm units) [default: 1]. - tsize : int, optional - Total size (in tqdm units). If [default: None] remains unchanged. - """ - if tsize is not None: - t.total = tsize - t.update((b - last_b[0]) * bsize) - last_b[0] = b - - return update_to - -def download(url, save_dir): - filename = url.split('/')[-1] - with tqdm(unit = 'B', unit_scale = True, unit_divisor = 1024, miniters = 1, desc = filename) as t: - urllib.request.urlretrieve(url, filename = os.path.join(save_dir, filename), reporthook = download_hook(t), data = None) - -if __name__ == '__main__': - # Download ground truth - if not os.path.exists("CMP_facade_DB_base.zip"): - download("http://cmp.felk.cvut.cz/~tylecr1/facade/CMP_facade_DB_base.zip", "./") - # Extract in the correct folder - with zipfile.ZipFile("CMP_facade_DB_base.zip", 'r') as zip_ref: - zip_ref.extractall("./facades") - os.rename("./facades/base", "./facades/train") - - # Download ground truth - if not os.path.exists("CMP_facade_DB_extended.zip"): - download("http://cmp.felk.cvut.cz/~tylecr1/facade/CMP_facade_DB_extended.zip", "./") - # Extract in the correct folder - with zipfile.ZipFile("CMP_facade_DB_extended.zip", 'r') as zip_ref: - zip_ref.extractall("./facades") - os.rename("./facades/extended", "./facades/val") - -"""Configure the dataloader""" - -class ImageDataset(Dataset): - def __init__(self, root, transforms_=None, mode='train'): - self.transform = transforms.Compose(transforms_) - - self.files_img = sorted(glob.glob(os.path.join(root, mode) + '/*.jpg')) - if mode == 'val': - self.files_img.extend( - sorted(glob.glob(os.path.join(root, 'val') + '/*.jpg'))) - - self.files_mask = sorted(glob.glob(os.path.join(root, mode) + '/*.png')) - if mode == 'val': - self.files_mask.extend( - sorted(glob.glob(os.path.join(root, 'val') + '/*.png'))) - - assert len(self.files_img) == len(self.files_mask) - - def __getitem__(self, index): - - img = Image.open(self.files_img[index % len(self.files_img)]) - mask = Image.open(self.files_mask[index % len(self.files_img)]) - mask = mask.convert('RGB') - - img = self.transform(img) - mask = self.transform(mask) - - return img, mask - - def __len__(self): - return len(self.files_img) - -# Configure dataloaders -transforms_ = [transforms.Resize((img_height, img_width), Image.BICUBIC), - transforms.ToTensor()] # transforms.Normalize((0.5,0.5,0.5), (0.5,0.5,0.5)) - -dataloader = DataLoader(ImageDataset("facades", transforms_=transforms_), - batch_size=16, shuffle=True) - -val_dataloader = DataLoader(ImageDataset("facades", transforms_=transforms_, mode='val'), - batch_size=8, shuffle=False) - -# Tensor type -Tensor = torch.cuda.FloatTensor if cuda else torch.FloatTensor - -"""Check the loading works and a few helper functions""" - -def plot2x2Array(image, mask): - f, axarr = plt.subplots(1, 2) - axarr[0].imshow(image) - axarr[1].imshow(mask) - - axarr[0].set_title('Image') - axarr[1].set_title('Mask') - - -def reverse_transform(image): - image = image.numpy().transpose((1, 2, 0)) - image = np.clip(image, 0, 1) - image = (image * 255).astype(np.uint8) - - return image - -def plot2x3Array(image, mask,predict): - f, axarr = plt.subplots(1,3,figsize=(15,15)) - axarr[0].imshow(image) - axarr[1].imshow(mask) - axarr[2].imshow(predict) - axarr[0].set_title('input') - axarr[1].set_title('real') - axarr[2].set_title('fake') - -image, mask = next(iter(dataloader)) -image = reverse_transform(image[0]) -mask = reverse_transform(mask[0]) -plot2x2Array(image, mask) - -"""Initialize our GAN""" - -# Calculate output of image discriminator (PatchGAN) -patch = (1, img_height//2**3-2, img_width//2**3-2) - -if cuda: - generator = generator.cuda() - discriminator = discriminator.cuda() - criterion_GAN.cuda() - criterion_pixelwise.cuda() - -# Optimizers -optimizer_G = torch.optim.Adam(generator.parameters(), lr=lr, betas=(b1, b2)) -optimizer_D = torch.optim.Adam(discriminator.parameters(), lr=lr, betas=(b1, b2)) - -"""Start training""" - -def save_model(epoch): - # save your work - torch.save({ - 'epoch': epoch, - 'model_state_dict': generator.state_dict(), - 'optimizer_state_dict': optimizer_G.state_dict(), - 'loss': loss_G, - }, 'generator_'+str(epoch)+'.pth') - torch.save({ - 'epoch': epoch, - 'model_state_dict': discriminator.state_dict(), - 'optimizer_state_dict': optimizer_D.state_dict(), - 'loss': loss_D, - }, 'discriminator_'+str(epoch)+'.pth') - -def weights_init_normal(m): - classname = m.__class__.__name__ - if classname.find('Conv') != -1: - torch.nn.init.normal_(m.weight.data, 0.0, 0.02) - elif classname.find('BatchNorm2d') != -1: - torch.nn.init.normal_(m.weight.data, 1.0, 0.02) - torch.nn.init.constant_(m.bias.data, 0.0) - -"""<font color='red'>Complete the loss function </font> in the following training code and train your network:""" - -# ---------- -# Training -# ---------- - -losses = [] -num_epochs = 200 - -# Initialize weights -generator.apply(weights_init_normal) -discriminator.apply(weights_init_normal) -epoch_D = 0 -epoch_G = 0 - -# train the network -discriminator.train() -generator.train() -print_every = 400 - -for epoch in range(epoch_G, num_epochs): - for i, batch in enumerate(dataloader): - - # Model inputs - real_A = Variable(batch[0].type(Tensor)) - real_B = Variable(batch[1].type(Tensor)) - - # Adversarial ground truths - valid = Variable(Tensor(np.ones((real_B.size(0), *patch))), requires_grad=False) - fake = Variable(Tensor(np.zeros((real_B.size(0), *patch))), requires_grad=False) - - # ------------------ - # Train Generators - # ------------------ - - optimizer_G.zero_grad() - - # GAN loss - # TO DO: Put here your GAN loss - - # Pixel-wise loss - # TO DO: Put here your pixel loss - - # Total loss - # TO DO: Put here your total loss - - loss_G.backward() - - optimizer_G.step() - - # --------------------- - # Train Discriminator - # --------------------- - - optimizer_D.zero_grad() - - # Real loss - pred_real = discriminator(real_A, real_B) - loss_real = criterion_GAN(pred_real, valid) - - # Fake loss - pred_fake = discriminator(fake_A.detach(), real_B) - loss_fake = criterion_GAN(pred_fake, fake) - - # Total loss - loss_D = 0.5 * (loss_real + loss_fake) - - loss_D.backward() - optimizer_D.step() - - # Print some loss stats - if i % print_every == 0: - # print discriminator and generator loss - print('Epoch [{:5d}/{:5d}] | d_loss: {:6.4f} | g_loss: {:6.4f}'.format( - epoch+1, num_epochs, loss_D.item(), loss_G.item())) - ## AFTER EACH EPOCH## - # append discriminator loss and generator loss - losses.append((loss_D.item(), loss_G.item())) - if epoch % 100 == 0: - print('Saving model...') - save_model(epoch) - -"""Observation of the loss along the training""" - -fig, ax = plt.subplots() -losses = np.array(losses) -plt.plot(losses.T[0], label='Discriminator') -plt.plot(losses.T[1], label='Generator') -plt.title("Training Losses") -plt.legend() - -"""If the training takes too much time, you can use a pretrained model in the meantime, to evaluate its performance. - -It is available at : https://partage.liris.cnrs.fr/index.php/s/xwEFmxn9ANeq4zY - -### Evaluate your cGAN -""" - -def load_model(epoch=200): - if 'generator_'+str(epoch)+'.pth' in os.listdir() and 'discriminator_'+str(epoch)+'.pth' in os.listdir(): - if cuda: - checkpoint_generator = torch.load('generator_'+str(epoch)+'.pth') - else: - checkpoint_generator = torch.load('generator_'+str(epoch)+'.pth', map_location='cpu') - generator.load_state_dict(checkpoint_generator['model_state_dict']) - optimizer_G.load_state_dict(checkpoint_generator['optimizer_state_dict']) - epoch_G = checkpoint_generator['epoch'] - loss_G = checkpoint_generator['loss'] - - if cuda: - checkpoint_discriminator = torch.load('discriminator_'+str(epoch)+'.pth') - else: - checkpoint_discriminator = torch.load('discriminator_'+str(epoch)+'.pth', map_location='cpu') - discriminator.load_state_dict(checkpoint_discriminator['model_state_dict']) - optimizer_D.load_state_dict(checkpoint_discriminator['optimizer_state_dict']) - epoch_D = checkpoint_discriminator['epoch'] - loss_D = checkpoint_discriminator['loss'] - else: - print('There isn\' a training available with this number of epochs') - -load_model(epoch=200) - -# switching mode -generator.eval() - -# show a sample evaluation image on the training base -image, mask = next(iter(dataloader)) -output = generator(mask.type(Tensor)) -output = output.view(16, 3, 256, 256) -output = output.cpu().detach() -for i in range(8): - image_plot = reverse_transform(image[i]) - output_plot = reverse_transform(output[i]) - mask_plot = reverse_transform(mask[i]) - plot2x3Array(mask_plot,image_plot,output_plot) - -# show a sample evaluation image on the validation dataset -image, mask = next(iter(val_dataloader)) -output = generator(mask.type(Tensor)) -output = output.view(8, 3, 256, 256) -output = output.cpu().detach() -for i in range(8): - image_plot = reverse_transform(image[i]) - output_plot = reverse_transform(output[i]) - mask_plot = reverse_transform(mask[i]) - plot2x3Array(mask_plot,image_plot,output_plot) - -"""<font color='red'>**Question 4**</font> -Compare results for 100 and 200 epochs -""" - -# TO DO : Your code here to load and evaluate with a few samples -# a model after 100 epochs - -# And finally : -if cuda: - torch.cuda.empty_cache() - -"""# How to submit your Work ? -Your work should be uploaded within 3 weeks into the Moodle section "Devoir 2 - GAN et Conditional GAN". It can be either a notebook containing your code and a description of your work, experiments and results or a ".zip" file containing your report in a "pdf" format describing your work, experiments and results as well as your code (".py" Python files). -""" \ No newline at end of file -- GitLab