04_03_Generative_Learning_FMNIST.ipynb

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  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/danielsoy/ALOCC-CVPR2018/blob/master/04_03_Generative_Learning_FMNIST.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Y2fkP_np3Zpl"
      },
      "source": [
        "<!--BOOK_INFORMATION-->\n",
        "<img align=\"left\" style=\"width:80px;height:98px;padding-right:20px;\" src=\"https://github.com/raw/joe-papa/pytorch-book/main/files/pytorch-book-cover.jpg\">\n",
        "\n",
        "This notebook contains an excerpt from the [PyTorch Pocket Reference](http://pytorchbook.com) book by [Joe Papa](http://joepapa.ai); content is available [on GitHub](https://github.com/joe-papa/pytorch-book)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "KeVUK3qAGQbe"
      },
      "source": [
        "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/joe-papa/pytorch-book/blob/main/04_03_Generative_Learning_FMNIST.ipynb)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "aXkszegKMMMn"
      },
      "source": [
        "# Chapter 4 - Neural Network Development Reference Designs\n",
        "# Generative Learning - Generating Fashion MNIST with DCGAN\n",
        "\n",
        "#  Deep Convolutional Generative Adversarial      Network (DCGAN)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "QbzMwCbOLF4T"
      },
      "source": [
        "## Data Processing"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "rewtUbPA2_yl"
      },
      "source": [
        "import torch\n",
        "from torch.utils.data import DataLoader\n",
        "from torchvision import datasets, transforms\n",
        "\n",
        "CODING_SIZE = 100\n",
        "BATCH_SIZE = 32\n",
        "IMAGE_SIZE = 64\n",
        "\n",
        "device = torch.device(\"cuda:0\" if\n",
        "  torch.cuda.is_available() else \"cpu\")"
      ],
      "execution_count": null,
      "outputs": []
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        "id": "_P3C6CARND7T",
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      "source": [
        "transform = transforms.Compose([\n",
        "    transforms.Resize(IMAGE_SIZE),\n",
        "    transforms.ToTensor(),\n",
        "])\n",
        "\n",
        "dataset = datasets.FashionMNIST(\n",
        "                './', \n",
        "                train=True, \n",
        "                download=True, \n",
        "                transform=transform)\n",
        "\n",
        "dataloader = DataLoader(\n",
        "                dataset, \n",
        "                batch_size=BATCH_SIZE, \n",
        "                shuffle=True, \n",
        "                num_workers=8)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Downloading http://fashion-mnist.s3-website.eu-central-1.amazonaws.com/train-images-idx3-ubyte.gz to ./FashionMNIST/raw/train-images-idx3-ubyte.gz\n"
          ],
          "name": "stdout"
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          "text": [
            "Extracting ./FashionMNIST/raw/train-images-idx3-ubyte.gz to ./FashionMNIST/raw\n",
            "Downloading http://fashion-mnist.s3-website.eu-central-1.amazonaws.com/train-labels-idx1-ubyte.gz to ./FashionMNIST/raw/train-labels-idx1-ubyte.gz\n"
          ],
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          "text": [
            "Extracting ./FashionMNIST/raw/train-labels-idx1-ubyte.gz to ./FashionMNIST/raw\n",
            "Downloading http://fashion-mnist.s3-website.eu-central-1.amazonaws.com/t10k-images-idx3-ubyte.gz to ./FashionMNIST/raw/t10k-images-idx3-ubyte.gz\n",
            "\n"
          ],
          "name": "stdout"
        },
        {
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        {
          "output_type": "stream",
          "text": [
            "Extracting ./FashionMNIST/raw/t10k-images-idx3-ubyte.gz to ./FashionMNIST/raw\n",
            "Downloading http://fashion-mnist.s3-website.eu-central-1.amazonaws.com/t10k-labels-idx1-ubyte.gz to ./FashionMNIST/raw/t10k-labels-idx1-ubyte.gz\n"
          ],
          "name": "stdout"
        },
        {
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        {
          "output_type": "stream",
          "text": [
            "Extracting ./FashionMNIST/raw/t10k-labels-idx1-ubyte.gz to ./FashionMNIST/raw\n",
            "Processing...\n",
            "Done!\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "/usr/local/lib/python3.7/dist-packages/torchvision/datasets/mnist.py:480: UserWarning: The given NumPy array is not writeable, and PyTorch does not support non-writeable tensors. This means you can write to the underlying (supposedly non-writeable) NumPy array using the tensor. You may want to copy the array to protect its data or make it writeable before converting it to a tensor. This type of warning will be suppressed for the rest of this program. (Triggered internally at  /pytorch/torch/csrc/utils/tensor_numpy.cpp:141.)\n",
            "  return torch.from_numpy(parsed.astype(m[2], copy=False)).view(*s)\n"
          ],
          "name": "stderr"
        }
      ]
    },
    {
      "cell_type": "code",
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        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 289
        },
        "id": "_HHcgAe6-mNo",
        "outputId": "e89ab11d-a313-443b-c5aa-f1f22955ca60"
      },
      "source": [
        "from torchvision.utils import make_grid\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "data_batch, labels_batch = next(iter(dataloader))\n",
        "grid_img = make_grid(data_batch, nrow=8)\n",
        "plt.imshow(grid_img.permute(1, 2, 0))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.image.AxesImage at 0x7f96fbd834d0>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 3
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        },
        {
          "output_type": "stream",
          "text": [
            "\n",
            "\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "uo7JGDz-0Bwd"
      },
      "source": [
        "## Model Design"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "dnr32nPT0vhx"
      },
      "source": [
        "import torch.nn as nn\n",
        "\n",
        "class Generator(nn.Module):\n",
        "    def __init__(self, coding_sz):\n",
        "        super(Generator, self).__init__()\n",
        "        self.net = nn.Sequential(\n",
        "            nn.ConvTranspose2d(coding_sz, \n",
        "                               1024, 4, 1, 0),\n",
        "            nn.BatchNorm2d(1024),\n",
        "            nn.ReLU(),\n",
        "            nn.ConvTranspose2d(1024, \n",
        "                               512, 4, 2, 1),\n",
        "            nn.BatchNorm2d(512),\n",
        "            nn.ReLU(),\n",
        "            nn.ConvTranspose2d(512, \n",
        "                               256, 4, 2, 1),\n",
        "            nn.BatchNorm2d(256),\n",
        "            nn.ReLU(),\n",
        "            nn.ConvTranspose2d(256, \n",
        "                               128, 4, 2, 1),\n",
        "            nn.BatchNorm2d(128),\n",
        "            nn.ReLU(),\n",
        "            nn.ConvTranspose2d(128, \n",
        "                               1, 4, 2, 1),\n",
        "            nn.Tanh()\n",
        "        )\n",
        "\n",
        "    def forward(self, input):\n",
        "        return self.net(input)\n",
        "\n",
        "netG = Generator(CODING_SIZE).to(device)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "z-qYfkCh6tAx"
      },
      "source": [
        "class Discriminator(nn.Module):\n",
        "    def __init__(self):\n",
        "        super(Discriminator, \n",
        "              self).__init__()\n",
        "        self.net = nn.Sequential(\n",
        "            nn.Conv2d(1, 128, 4, 2, 1),\n",
        "            nn.LeakyReLU(0.2),\n",
        "            nn.Conv2d(128, 256, 4, 2, 1),\n",
        "            nn.BatchNorm2d(256),\n",
        "            nn.LeakyReLU(0.2),\n",
        "            nn.Conv2d(256, 512, 4, 2, 1),\n",
        "            nn.BatchNorm2d(512),\n",
        "            nn.LeakyReLU(0.2),\n",
        "            nn.Conv2d(512, 1024, 4, 2, 1),\n",
        "            nn.BatchNorm2d(1024),\n",
        "            nn.LeakyReLU(0.2),\n",
        "            nn.Conv2d(1024, 1, 4, 1, 0),\n",
        "            nn.Sigmoid()\n",
        "        )\n",
        "\n",
        "    def forward(self, input):\n",
        "        return self.net(input)\n",
        "\n",
        "netD = Discriminator().to(device)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "lotKXoCammvj",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "85de50ac-0acf-4188-97b1-5d1c69985e54"
      },
      "source": [
        "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)\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)\n",
        "\n",
        "netG.apply(weights_init)\n",
        "netD.apply(weights_init)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Discriminator(\n",
              "  (net): Sequential(\n",
              "    (0): Conv2d(1, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
              "    (1): LeakyReLU(negative_slope=0.2)\n",
              "    (2): Conv2d(128, 256, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
              "    (3): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
              "    (4): LeakyReLU(negative_slope=0.2)\n",
              "    (5): Conv2d(256, 512, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
              "    (6): BatchNorm2d(512, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
              "    (7): LeakyReLU(negative_slope=0.2)\n",
              "    (8): Conv2d(512, 1024, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n",
              "    (9): BatchNorm2d(1024, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n",
              "    (10): LeakyReLU(negative_slope=0.2)\n",
              "    (11): Conv2d(1024, 1, kernel_size=(4, 4), stride=(1, 1))\n",
              "    (12): Sigmoid()\n",
              "  )\n",
              ")"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 6
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "PftRIF4HFCuy"
      },
      "source": [
        "from torch import optim\n",
        "\n",
        "criterion = nn.BCELoss()\n",
        "\n",
        "optimizerG = optim.Adam(netG.parameters(), \n",
        "                        lr=0.0002, \n",
        "                        betas=(0.5, 0.999))\n",
        "optimizerD = optim.Adam(netD.parameters(), \n",
        "                        lr=0.0001, \n",
        "                        betas=(0.5, 0.999))"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "86Vpj1QhwLQR"
      },
      "source": [
        "real_labels = torch.full((BATCH_SIZE,), \n",
        "                       1., \n",
        "                       dtype=torch.float, \n",
        "                       device=device)\n",
        "\n",
        "fake_labels = torch.full((BATCH_SIZE,), \n",
        "                       0., \n",
        "                       dtype=torch.float, \n",
        "                       device=device)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "8XGyf76DP9_m"
      },
      "source": [
        "G_losses = []\n",
        "D_losses = []\n",
        "D_real = []\n",
        "D_fake = []\n",
        "\n",
        "z = torch.randn((BATCH_SIZE, 100)).view(-1, 100, 1, 1).to(device)\n",
        "test_out_images = []"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Fh_HzfR19GNG",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "eb7d11fd-0986-4ba4-95e5-6cbbdc6fa20c"
      },
      "source": [
        "N_EPOCHS = 5\n",
        "\n",
        "for epoch in range(N_EPOCHS):\n",
        "  print(f'Epoch: {epoch}')\n",
        "  for i, batch in enumerate(dataloader):\n",
        "    if (i%200==0):\n",
        "      print(f'batch: {i} of {len(dataloader)}')\n",
        "    \n",
        "    # Train Descriminator with all-real batch\n",
        "    netD.zero_grad()\n",
        "    real_images = batch[0].to(device) *2. - 1.\n",
        "    output = netD(real_images).view(-1) # <1>\n",
        "    errD_real = criterion(output, real_labels)\n",
        "    D_x = output.mean().item()\n",
        "\n",
        "    # Train Descriminator with all-fake batch\n",
        "    noise = torch.randn((BATCH_SIZE, \n",
        "                         CODING_SIZE))\n",
        "    noise = noise.view(-1,100,1,1).to(device)\n",
        "    fake_images = netG(noise)\n",
        "    output = netD(fake_images).view(-1) # <2>\n",
        "    errD_fake = criterion(output, fake_labels)\n",
        "    D_G_z1 = output.mean().item()\n",
        "    errD = errD_real + errD_fake\n",
        "    errD.backward(retain_graph=True) # <3>\n",
        "    optimizerD.step()\n",
        "\n",
        "    # Train Generator to generate better fakes\n",
        "    netG.zero_grad()\n",
        "    output = netD(fake_images).view(-1) # <4>\n",
        "    errG = criterion(output, real_labels)\n",
        "    errG.backward() # <5>\n",
        "    D_G_z2 = output.mean().item()\n",
        "    optimizerG.step()\n",
        "\n",
        "    # Save Losses for plotting later\n",
        "    G_losses.append(errG.item())\n",
        "    D_losses.append(errD.item())\n",
        "\n",
        "    D_real.append(D_x)\n",
        "    D_fake.append(D_G_z2)\n",
        "\n",
        "  test_images = netG(z).to('cpu').detach() # <6>\n",
        "  test_out_images.append(test_images)  "
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Epoch: 0\n",
            "batch: 0 of 1875\n",
            "batch: 200 of 1875\n",
            "batch: 400 of 1875\n",
            "batch: 600 of 1875\n",
            "batch: 800 of 1875\n",
            "batch: 1000 of 1875\n",
            "batch: 1200 of 1875\n",
            "batch: 1400 of 1875\n",
            "batch: 1600 of 1875\n",
            "batch: 1800 of 1875\n",
            "Epoch: 1\n",
            "batch: 0 of 1875\n",
            "batch: 200 of 1875\n",
            "batch: 400 of 1875\n",
            "batch: 600 of 1875\n",
            "batch: 800 of 1875\n",
            "batch: 1000 of 1875\n",
            "batch: 1200 of 1875\n",
            "batch: 1400 of 1875\n",
            "batch: 1600 of 1875\n",
            "batch: 1800 of 1875\n",
            "Epoch: 2\n",
            "batch: 0 of 1875\n",
            "batch: 200 of 1875\n",
            "batch: 400 of 1875\n",
            "batch: 600 of 1875\n",
            "batch: 800 of 1875\n",
            "batch: 1000 of 1875\n",
            "batch: 1200 of 1875\n",
            "batch: 1400 of 1875\n",
            "batch: 1600 of 1875\n",
            "batch: 1800 of 1875\n",
            "Epoch: 3\n",
            "batch: 0 of 1875\n",
            "batch: 200 of 1875\n",
            "batch: 400 of 1875\n",
            "batch: 600 of 1875\n",
            "batch: 800 of 1875\n",
            "batch: 1000 of 1875\n",
            "batch: 1200 of 1875\n",
            "batch: 1400 of 1875\n",
            "batch: 1600 of 1875\n",
            "batch: 1800 of 1875\n",
            "Epoch: 4\n",
            "batch: 0 of 1875\n",
            "batch: 200 of 1875\n",
            "batch: 400 of 1875\n",
            "batch: 600 of 1875\n",
            "batch: 800 of 1875\n",
            "batch: 1000 of 1875\n",
            "batch: 1200 of 1875\n",
            "batch: 1400 of 1875\n",
            "batch: 1600 of 1875\n",
            "batch: 1800 of 1875\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 237
        },
        "id": "nPeaK_h2wnXN",
        "outputId": "a9240a67-6fdb-4fa2-ea9d-23f7bee00ea4"
      },
      "source": [
        "grid_img = make_grid((test_out_images[0]+1.)/2., # <1>\n",
        "                     nrow=8)\n",
        "plt.imshow(grid_img.permute(1, 2, 0))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.image.AxesImage at 0x7f96fbe86410>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 11
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 237
        },
        "id": "KoNXC1QoIVxC",
        "outputId": "375e3476-b16d-4dc1-9183-1d7f5e84b43d"
      },
      "source": [
        "grid_img = make_grid((test_out_images[4]+1.)/2., # <2>\n",
        "                     nrow=8)\n",
        "plt.imshow(grid_img.permute(1, 2, 0))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.image.AxesImage at 0x7f96fa5bf750>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 12
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 350
        },
        "id": "6Fef4TTWkIBY",
        "outputId": "b32082f5-6cd1-4521-8755-bdb7e3b076e9"
      },
      "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()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 350
        },
        "id": "aZeFOCY4lI4p",
        "outputId": "75210d71-dc55-4c7c-dc92-a188c5647f41"
      },
      "source": [
        "plt.figure(figsize=(10,5))\n",
        "plt.title(\"Discriminator Results\")\n",
        "plt.plot(D_real,label=\"D(real)\")\n",
        "plt.plot(D_fake,label=\"D(fake)\")\n",
        "plt.xlabel(\"iterations\")\n",
        "plt.ylabel(\"Percentage Real\")\n",
        "plt.legend()\n",
        "plt.show()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "AB2mQvDxG2qE"
      },
      "source": [
        "torch.save(netG.state_dict(), './gan.pt')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nTEdT6zlYchp"
      },
      "source": [
        ""
      ],
      "execution_count": null,
      "outputs": []
    }
  ]
}