DepthGAN_(2).ipynb

{
  "cells": [
    {
      "cell_type": "markdown",
      "source": [
        "# Kaggle Setup"
      ],
      "metadata": {
        "id": "AalkAGSX9_Wk"
      },
      "id": "AalkAGSX9_Wk"
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install kaggle"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "U8VOO7P0-CHo",
        "outputId": "683ecb3f-bf40-465f-c93d-c6112d508cc0"
      },
      "id": "U8VOO7P0-CHo",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n",
            "Requirement already satisfied: kaggle in /usr/local/lib/python3.10/dist-packages (1.5.13)\n",
            "Requirement already satisfied: six>=1.10 in /usr/local/lib/python3.10/dist-packages (from kaggle) (1.16.0)\n",
            "Requirement already satisfied: certifi in /usr/local/lib/python3.10/dist-packages (from kaggle) (2022.12.7)\n",
            "Requirement already satisfied: python-dateutil in /usr/local/lib/python3.10/dist-packages (from kaggle) (2.8.2)\n",
            "Requirement already satisfied: requests in /usr/local/lib/python3.10/dist-packages (from kaggle) (2.27.1)\n",
            "Requirement already satisfied: tqdm in /usr/local/lib/python3.10/dist-packages (from kaggle) (4.65.0)\n",
            "Requirement already satisfied: python-slugify in /usr/local/lib/python3.10/dist-packages (from kaggle) (8.0.1)\n",
            "Requirement already satisfied: urllib3 in /usr/local/lib/python3.10/dist-packages (from kaggle) (1.26.15)\n",
            "Requirement already satisfied: text-unidecode>=1.3 in /usr/local/lib/python3.10/dist-packages (from python-slugify->kaggle) (1.3)\n",
            "Requirement already satisfied: charset-normalizer~=2.0.0 in /usr/local/lib/python3.10/dist-packages (from requests->kaggle) (2.0.12)\n",
            "Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.10/dist-packages (from requests->kaggle) (3.4)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!mkdir ~/.kaggle\n",
        "!cp kaggle.json ~/.kaggle/\n",
        "! chmod 600 ~/.kaggle/kaggle.json\n",
        "! kaggle datasets download -d greg115/pix2pix-depth"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "F_omEshz-CQB",
        "outputId": "19b43f1d-9920-4d95-ecff-6d5217bf4047"
      },
      "id": "F_omEshz-CQB",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "mkdir: cannot create directory ‘/root/.kaggle’: File exists\n",
            "Downloading pix2pix-depth.zip to /content\n",
            "100% 1.41G/1.41G [01:15<00:00, 21.2MB/s]\n",
            "100% 1.41G/1.41G [01:15<00:00, 20.0MB/s]\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!unzip pix2pix-depth.zip"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "rJ99xd_d-CTk",
        "outputId": "a8d20253-a479-41f3-f66e-71415dbc49fb"
      },
      "id": "rJ99xd_d-CTk",
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\u001b[1;30;43mStreaming output truncated to the last 5000 lines.\u001b[0m\n",
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          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Importing Dependices"
      ],
      "metadata": {
        "id": "s0oOLo89953W"
      },
      "id": "s0oOLo89953W"
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "a0c9b7b6",
      "metadata": {
        "id": "a0c9b7b6"
      },
      "outputs": [],
      "source": [
        "try:\n",
        "    import torch\n",
        "    from torch import nn\n",
        "    from torchvision import transforms\n",
        "except:\n",
        "    !pip install torch torchvision\n",
        "    import torch\n",
        "    from torch import nn\n",
        "    from torchvision import transforms"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "4b2122f6",
      "metadata": {
        "id": "4b2122f6"
      },
      "outputs": [],
      "source": [
        "from torch.utils.data import DataLoader\n",
        "from PIL import Image\n",
        "from typing import List, Tuple, Dict\n",
        "import os\n",
        "from glob import glob\n",
        "import numpy as np\n",
        "from statistics import mean\n",
        "from tqdm import tqdm\n",
        "from torchvision.utils import save_image"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "33d674e4",
      "metadata": {
        "id": "33d674e4"
      },
      "outputs": [],
      "source": [
        "# try:\n",
        "#     import gradio as gr\n",
        "# except:\n",
        "#     !pip install -q gradio\n",
        "#     import gradio as gr"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "d93dca1b",
      "metadata": {
        "id": "d93dca1b"
      },
      "outputs": [],
      "source": [
        "import matplotlib.pyplot as plt"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "aca4273a",
      "metadata": {
        "id": "aca4273a"
      },
      "outputs": [],
      "source": [
        "# !unzip pix2pix-depth.zip"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "41f4eda7",
      "metadata": {
        "id": "41f4eda7"
      },
      "source": [
        "# Creating Dataset"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "128ce8ce",
      "metadata": {
        "id": "128ce8ce"
      },
      "outputs": [],
      "source": [
        "def show_img_sample(img: torch.Tensor, img1: torch.Tensor):\n",
        "    fig, axes = plt.subplots(1, 2, figsize=(15, 8))\n",
        "    ax = axes.ravel()\n",
        "    ax[0].imshow(img.permute(1, 2, 0))\n",
        "    ax[0].set_xticks([])\n",
        "    ax[0].set_yticks([])\n",
        "    ax[0].set_title(\"input image\", c=\"g\")\n",
        "    ax[1].imshow(img1.permute(1, 2, 0))\n",
        "    ax[1].set_xticks([])\n",
        "    ax[1].set_yticks([])\n",
        "    ax[1].set_title(\"label image\", c=\"g\")\n",
        "    plt.subplots_adjust(wspace=0, hspace=0)\n",
        "    plt.show()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "3f731686",
      "metadata": {
        "id": "3f731686"
      },
      "outputs": [],
      "source": [
        "data_transform = transforms.Compose([\n",
        "            transforms.Resize((256, 256)),\n",
        "            transforms.ToTensor(),\n",
        "            transforms.Normalize((0.5, 0.5, 0.5,), (0.5, 0.5, 0.5,))\n",
        "        ])"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "6d771ab5",
      "metadata": {
        "id": "6d771ab5"
      },
      "outputs": [],
      "source": [
        "def read_path(filepath):\n",
        "    root_path = \"pix2pix-depth/pix2pix-depth/\"\n",
        "    path = os.path.join(root_path, filepath)\n",
        "    dataset = []\n",
        "    for p in glob(path+\"/\"+\"*.png\"):\n",
        "        dataset.append(p)\n",
        "    return dataset"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "28d607ab",
      "metadata": {
        "id": "28d607ab"
      },
      "outputs": [],
      "source": [
        "TRAIN_DIR = \"pix2pix-depth/training\"\n",
        "VAL_DIR = \"pix2pix-depth/validation\"\n",
        "class Dataset(object):\n",
        "    def __init__(self, files):\n",
        "        self.files = files\n",
        "        self.trasformer = data_transform\n",
        "\n",
        "    def _separate(self, img):\n",
        "        img = np.array(img, dtype=np.uint8)\n",
        "        h, w, _ = img.shape\n",
        "        w = int(w/2)\n",
        "        return Image.fromarray(img[:, w:, :]), Image.fromarray(img[:, :w, :])\n",
        "\n",
        "    def __getitem__(self, idx: int):\n",
        "        img = Image.open(self.files[idx])\n",
        "        output,input = self._separate(img)\n",
        "        input_tensor = self.trasformer(input)\n",
        "        output_tensor = self.trasformer(output)\n",
        "        return input_tensor, output_tensor\n",
        "\n",
        "    def __len__(self):\n",
        "        return len(self.files)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "9d536f93",
      "metadata": {
        "id": "9d536f93"
      },
      "outputs": [],
      "source": [
        "# class CreateDataset(Dataset):\n",
        "#     def __init__(self, root_dir):\n",
        "#         self.root_dir = root_dir\n",
        "#         self.list_files = os.listdir(self.root_dir)\n",
        "\n",
        "#     def __len__(self):\n",
        "#         return len(self.list_files)\n",
        "\n",
        "#     def __getitem__(self, index):\n",
        "#         img_file = self.list_files[index]\n",
        "#         img_path = os.path.join(self.root_dir, img_file)\n",
        "#         image = np.array(Image.open(img_path))\n",
        "#         input_image = image[:, :600, :]\n",
        "#         target_image = image[:, 600:, :]\n",
        "\n",
        "#         augmentations = both_transform(image=input_image, image0=target_image)\n",
        "#         input_image = augmentations[\"image\"]\n",
        "#         target_image = augmentations[\"image0\"]\n",
        "\n",
        "#         input_image = transform_only_input(image=input_image)[\"image\"]\n",
        "#         target_image = transform_only_mask(image=target_image)[\"image\"]\n",
        "\n",
        "#         return input_image, target_image"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "3e99d0cc",
      "metadata": {
        "id": "3e99d0cc"
      },
      "outputs": [],
      "source": [
        "train_files=read_path('training')\n",
        "# train_files=train_files[:1000]\n",
        "dataset = Dataset(train_files)\n",
        "# loader = DataLoader(dataset, batch_size=5)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "9d91214c",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "9d91214c",
        "outputId": "8dc0c3fb-b74a-4cc9-86c5-b9b3e6ef60ea"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "6686\n"
          ]
        }
      ],
      "source": [
        "print(len(train_files))"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "80caa891",
      "metadata": {
        "id": "80caa891"
      },
      "outputs": [],
      "source": [
        "x,y=dataset.__getitem__(10)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "4563e973",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 565
        },
        "id": "4563e973",
        "outputId": "70989590-216d-4ec3-950c-e93663a213e9"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "WARNING:matplotlib.image:Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n",
            "WARNING:matplotlib.image:Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1500x800 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "show_img_sample(x,y)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "7e4f3b4d",
      "metadata": {
        "id": "7e4f3b4d"
      },
      "source": [
        "# Generator Model"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "e4189c7f",
      "metadata": {
        "id": "e4189c7f"
      },
      "outputs": [],
      "source": [
        "class Block(nn.Module):\n",
        "    def __init__(self, in_channels, out_channels, down=True, act=\"relu\", use_dropout=False):\n",
        "        super(Block, self).__init__()\n",
        "        self.conv = nn.Sequential(\n",
        "            nn.Conv2d(in_channels, out_channels, 4, 2, 1, bias=False, padding_mode=\"reflect\")\n",
        "            if down\n",
        "            else nn.ConvTranspose2d(in_channels, out_channels, 4, 2, 1, bias=False),\n",
        "            nn.BatchNorm2d(out_channels),\n",
        "            nn.ReLU() if act == \"relu\" else nn.LeakyReLU(0.2),\n",
        "        )\n",
        "\n",
        "        self.use_dropout = use_dropout\n",
        "        self.dropout = nn.Dropout(0.5)\n",
        "        self.down = down\n",
        "\n",
        "    def forward(self, x):\n",
        "        x = self.conv(x)\n",
        "        return self.dropout(x) if self.use_dropout else x\n",
        "\n",
        "\n",
        "class Generator(nn.Module):\n",
        "    def __init__(self, in_channels=3, features=64):\n",
        "        super().__init__()\n",
        "        self.initial_down = nn.Sequential(\n",
        "            nn.Conv2d(in_channels, features, 4, 2, 1, padding_mode=\"reflect\"),\n",
        "            nn.LeakyReLU(0.2),\n",
        "        )\n",
        "        self.down1 = Block(features, features * 2, down=True, act=\"leaky\", use_dropout=False)\n",
        "        self.down2 = Block(\n",
        "            features * 2, features * 4, down=True, act=\"leaky\", use_dropout=False\n",
        "        )\n",
        "        self.down3 = Block(\n",
        "            features * 4, features * 8, down=True, act=\"leaky\", use_dropout=False\n",
        "        )\n",
        "        self.down4 = Block(\n",
        "            features * 8, features * 8, down=True, act=\"leaky\", use_dropout=False\n",
        "        )\n",
        "        self.down5 = Block(\n",
        "            features * 8, features * 8, down=True, act=\"leaky\", use_dropout=False\n",
        "        )\n",
        "        self.down6 = Block(\n",
        "            features * 8, features * 8, down=True, act=\"leaky\", use_dropout=False\n",
        "        )\n",
        "        self.bottleneck = nn.Sequential(\n",
        "            nn.Conv2d(features * 8, features * 8, 4, 2, 1), nn.ReLU()\n",
        "        )\n",
        "\n",
        "        self.up1 = Block(features * 8, features * 8, down=False, act=\"relu\", use_dropout=True)\n",
        "        self.up2 = Block(\n",
        "            features * 8 * 2, features * 8, down=False, act=\"relu\", use_dropout=True\n",
        "        )\n",
        "        self.up3 = Block(\n",
        "            features * 8 * 2, features * 8, down=False, act=\"relu\", use_dropout=True\n",
        "        )\n",
        "        self.up4 = Block(\n",
        "            features * 8 * 2, features * 8, down=False, act=\"relu\", use_dropout=False\n",
        "        )\n",
        "        self.up5 = Block(\n",
        "            features * 8 * 2, features * 4, down=False, act=\"relu\", use_dropout=False\n",
        "        )\n",
        "        self.up6 = Block(\n",
        "            features * 4 * 2, features * 2, down=False, act=\"relu\", use_dropout=False\n",
        "        )\n",
        "        self.up7 = Block(features * 2 * 2, features, down=False, act=\"relu\", use_dropout=False)\n",
        "        self.final_up = nn.Sequential(\n",
        "            nn.ConvTranspose2d(features * 2, in_channels, kernel_size=4, stride=2, padding=1),\n",
        "            nn.Tanh(),\n",
        "        )\n",
        "\n",
        "    def forward(self, x):\n",
        "        d1 = self.initial_down(x)\n",
        "        d2 = self.down1(d1)\n",
        "        d3 = self.down2(d2)\n",
        "        d4 = self.down3(d3)\n",
        "        d5 = self.down4(d4)\n",
        "        d6 = self.down5(d5)\n",
        "        d7 = self.down6(d6)\n",
        "        bottleneck = self.bottleneck(d7)\n",
        "        up1 = self.up1(bottleneck)\n",
        "        up2 = self.up2(torch.cat([up1, d7], 1))\n",
        "        up3 = self.up3(torch.cat([up2, d6], 1))\n",
        "        up4 = self.up4(torch.cat([up3, d5], 1))\n",
        "        up5 = self.up5(torch.cat([up4, d4], 1))\n",
        "        up6 = self.up6(torch.cat([up5, d3], 1))\n",
        "        up7 = self.up7(torch.cat([up6, d2], 1))\n",
        "        return self.final_up(torch.cat([up7, d1], 1))"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "ba5ccd87",
      "metadata": {
        "id": "ba5ccd87"
      },
      "source": [
        "# Discriminator Model"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "35676de5",
      "metadata": {
        "id": "35676de5"
      },
      "outputs": [],
      "source": [
        "class ConvBlock(nn.Module):\n",
        "  def __init__(self,in_channels,out_channels,stride=2):\n",
        "    super().__init__()\n",
        "    self.conv_layer=nn.Sequential(\n",
        "        nn.Conv2d(in_channels,out_channels,4,stride,bias=False,padding_mode='reflect'),\n",
        "        nn.BatchNorm2d(out_channels),\n",
        "        nn.LeakyReLU(0.2)\n",
        "    )\n",
        "  def forward(self,x):\n",
        "    return self.conv_layer(x)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "fc6ea3c9",
      "metadata": {
        "id": "fc6ea3c9"
      },
      "outputs": [],
      "source": [
        "class Discriminator(nn.Module):\n",
        "  def __init__(self,\n",
        "               in_channels=3):\n",
        "    super().__init__()\n",
        "    self.model=nn.Sequential(\n",
        "        nn.Conv2d(in_channels*2,64,kernel_size=4,stride=2,padding_mode=\"reflect\",),\n",
        "        nn.LeakyReLU(0.2),\n",
        "        ConvBlock(64,128,stride=2),\n",
        "        ConvBlock(128,256,stride=2),\n",
        "        ConvBlock(256,512,stride=1),\n",
        "        nn.Conv2d(512,1,kernel_size=4,stride=1,padding=1,padding_mode=\"reflect\"),\n",
        "        nn.Sigmoid()\n",
        "    )\n",
        "  def forward(self,x,y):\n",
        "    x=torch.cat([x,y],dim=1)\n",
        "    return self.model(x)"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "111d2c3b",
      "metadata": {
        "id": "111d2c3b"
      },
      "source": [
        "# Building the Model"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "51e220d3",
      "metadata": {
        "id": "51e220d3"
      },
      "outputs": [],
      "source": [
        "LEARNING_RATE = 2e-4\n",
        "BATCH_SIZE = 16\n",
        "NUM_WORKERS = 2\n",
        "IMAGE_SIZE = 256\n",
        "CHANNELS_IMG = 3\n",
        "L1_LAMBDA = 100\n",
        "LAMBDA_GP = 10\n",
        "NUM_EPOCHS = 500\n",
        "LOAD_MODEL = False\n",
        "SAVE_MODEL = False\n",
        "CHECKPOINT_DISC = \"disc.pth.tar\"\n",
        "CHECKPOINT_GEN = \"gen.pth.tar\""
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "fb1c6ce8",
      "metadata": {
        "id": "fb1c6ce8"
      },
      "outputs": [],
      "source": [
        "# g_loss=[]\n",
        "# d_loss=[]"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "b00fe0ef",
      "metadata": {
        "id": "b00fe0ef"
      },
      "outputs": [],
      "source": [
        "def train_fn(train_dl, G, D, criterion_bce, criterion_mae, optimizer_g, optimizer_d):\n",
        "    G.train()\n",
        "    D.train()\n",
        "    LAMBDA=100.0\n",
        "    total_g_loss=[]\n",
        "    total_d_loss=[]\n",
        "    for i,(input_image,real_image) in enumerate(tqdm(train_dl)):\n",
        "        input_image=input_image.to(device)\n",
        "        real_image=real_image.to(device)\n",
        "\n",
        "        real_label=torch.ones(input_image.size()[0],1,26,26,device=device)\n",
        "        fake_label=torch.zeros(input_image.size()[0], 1, 26, 26,device=device)\n",
        "        # Generator\n",
        "        fake_img=G(input_image)\n",
        "        fake_img_ = fake_img.detach()\n",
        "        out_fake = D(fake_img, input_image)\n",
        "        loss_g_bce = criterion_bce(out_fake, real_label) # binaryCrossEntropy\n",
        "        loss_g_mae = criterion_mae(fake_img, real_image) # MSELoss\n",
        "        loss_g = loss_g_bce + LAMBDA * loss_g_mae\n",
        "        total_loss_g.append(loss_g.item())\n",
        "\n",
        "        optimizer_g.zero_grad()\n",
        "        optimizer_d.zero_grad()\n",
        "        loss_g.backward(retain_graph=True)\n",
        "        optimizer_g.step()\n",
        "        # Dicriminator\n",
        "        out_real=D(real_image,input_image)\n",
        "        loss_d_real=criterion_bce(out_real, real_label)\n",
        "        out_fake = D(fake_img_, input_image)\n",
        "        loss_d_fake = criterion_bce(out_fake, fake_label)\n",
        "        loss_d = loss_d_real + loss_d_fake\n",
        "        total_loss_d.append(loss_d.item())\n",
        "\n",
        "        optimizer_g.zero_grad()\n",
        "        optimizer_d.zero_grad()\n",
        "        loss_d.backward()\n",
        "        optimizer_d.step()\n",
        "    return mean(total_loss_g), mean(total_loss_d), fake_img.detach().cpu()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "8d8503d2",
      "metadata": {
        "id": "8d8503d2"
      },
      "outputs": [],
      "source": [
        "def save_img(fake_img, e):\n",
        "    os.makedirs(\"generated\", exist_ok=True)\n",
        "    save_image(fake_img, f\"generated/fake{str(e)}.png\", range=(-1.0, 1.0), normalize=True)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "5a31b0af",
      "metadata": {
        "id": "5a31b0af"
      },
      "outputs": [],
      "source": [
        "def save_logs(result):\n",
        "    with open(\"train.pkl\", \"wb\") as f:\n",
        "        pickle.dump([result], f)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "b378f4aa",
      "metadata": {
        "id": "b378f4aa"
      },
      "outputs": [],
      "source": [
        "def save_model(D, G, e):\n",
        "    os.makedirs(\"weight\", exist_ok=True)\n",
        "    torch.save(G.state_dict(), f\"weight/G{str(e+1)}.pth\")\n",
        "    torch.save(D.state_dict(), f\"weight/D{str(e+1)}.pth\")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "4da0a650",
      "metadata": {
        "id": "4da0a650"
      },
      "outputs": [],
      "source": [
        "def show_losses(g, d):\n",
        "    fig, axes = plt.subplots(1, 2, figsize=(14,6))\n",
        "    ax = axes.ravel()\n",
        "    ax[0].plot(np.arange(len(g)).tolist(), g)\n",
        "    ax[0].set_title(\"Generator Loss\")\n",
        "    ax[1].plot(np.arange(len(d)).tolist(), d)\n",
        "    ax[1].set_title(\"Discriminator Loss\")\n",
        "    plt.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "id": "38bb94c6",
      "metadata": {
        "id": "38bb94c6"
      },
      "source": [
        "# Training the Model"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "8a874060",
      "metadata": {
        "id": "8a874060"
      },
      "outputs": [],
      "source": [
        "G=Generator()\n",
        "D=Discriminator()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "fe735724",
      "metadata": {
        "id": "fe735724"
      },
      "outputs": [],
      "source": [
        "EPOCHS = 200\n",
        "betas=(0.5, 0.999)\n",
        "lr=0.002\n",
        "BATCH_SIZE=16"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "b1352e12",
      "metadata": {
        "id": "b1352e12"
      },
      "outputs": [],
      "source": [
        "device = \"cuda\" if torch.cuda.is_available() else \"cpu\""
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "952efeec",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "952efeec",
        "outputId": "5477e821-6d4c-4169-f76d-2d368e3b436b"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "cuda\n"
          ]
        }
      ],
      "source": [
        "print(device)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "675a95fd",
      "metadata": {
        "id": "675a95fd"
      },
      "outputs": [],
      "source": [
        "G.to(device)\n",
        "D.to(device)\n",
        "train_dl = DataLoader(dataset, batch_size=BATCH_SIZE, shuffle=True, drop_last=True,num_workers=4)\n",
        "optimizer_g = torch.optim.Adam(G.parameters(), lr=lr, betas=betas)\n",
        "optimizer_d = torch.optim.Adam(D.parameters(), lr=lr, betas=betas)\n",
        "criterion_mae = nn.L1Loss()\n",
        "criterion_bce = nn.BCEWithLogitsLoss()\n",
        "total_loss_d, total_loss_g = [], []\n",
        "result = {}"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "7d76ab1d",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "7d76ab1d",
        "outputId": "1ef187b2-b44e-424f-de07-035dcc6a759f"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 417/417 [03:38<00:00,  1.91it/s]\n",
            "100%|██████████| 417/417 [03:39<00:00,  1.90it/s]\n",
            "100%|██████████| 417/417 [03:39<00:00,  1.90it/s]\n",
            "100%|██████████| 417/417 [03:39<00:00,  1.90it/s]\n",
            "100%|██████████| 417/417 [03:38<00:00,  1.91it/s]\n",
            "100%|██████████| 417/417 [03:39<00:00,  1.90it/s]\n",
            "100%|██████████| 417/417 [03:38<00:00,  1.91it/s]\n",
            " 86%|████████▌ | 358/417 [03:08<00:31,  1.90it/s]"
          ]
        }
      ],
      "source": [
        "for epoch in range(EPOCHS):\n",
        "    loss_g,loss_d,fake_img=train_fn(train_dl,G,D,criterion_bce,criterion_mae,optimizer_g,optimizer_d)\n",
        "    total_loss_d.append(loss_d)\n",
        "    total_loss_g.append(loss_g)\n",
        "    save_img(fake_img,epoch+1)\n",
        "    if epoch%10==0:\n",
        "        save_model(D,G,epoch)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "7adbb478",
      "metadata": {
        "id": "7adbb478"
      },
      "outputs": [],
      "source": [
        "result[\"G\"] = total_loss_d\n",
        "result[\"D\"] = total_loss_g\n",
        "# saving_logs(result)\n",
        "show_losses(total_loss_g, total_loss_d)\n",
        "# saving_model(D, G, e)\n",
        "# print(\"successfully save model\")\n",
        "# return G, D"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "id": "09a55deb",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "09a55deb",
        "outputId": "7d30cf4b-a955-4ef4-d96a-a99fa85fdc6c"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Thu May 11 04:09:03 2023       \n",
            "+-----------------------------------------------------------------------------+\n",
            "| NVIDIA-SMI 525.85.12    Driver Version: 525.85.12    CUDA Version: 12.0     |\n",
            "|-------------------------------+----------------------+----------------------+\n",
            "| GPU  Name        Persistence-M| Bus-Id        Disp.A | Volatile Uncorr. ECC |\n",
            "| Fan  Temp  Perf  Pwr:Usage/Cap|         Memory-Usage | GPU-Util  Compute M. |\n",
            "|                               |                      |               MIG M. |\n",
            "|===============================+======================+======================|\n",
            "|   0  Tesla T4            Off  | 00000000:00:04.0 Off |                    0 |\n",
            "| N/A   50C    P0    26W /  70W |   3335MiB / 15360MiB |      0%      Default |\n",
            "|                               |                      |                  N/A |\n",
            "+-------------------------------+----------------------+----------------------+\n",
            "                                                                               \n",
            "+-----------------------------------------------------------------------------+\n",
            "| Processes:                                                                  |\n",
            "|  GPU   GI   CI        PID   Type   Process name                  GPU Memory |\n",
            "|        ID   ID                                                   Usage      |\n",
            "|=============================================================================|\n",
            "+-----------------------------------------------------------------------------+\n"
          ]
        }
      ],
      "source": [
        "!nvidia-smi"
      ]
    }
  ],
  "metadata": {
    "kernelspec": {
      "display_name": "Python 3",
      "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": "3.6.8"
    },
    "colab": {
      "provenance": [],
      "gpuType": "T4"
    },
    "accelerator": "GPU",
    "gpuClass": "standard"
  },
  "nbformat": 4,
  "nbformat_minor": 5
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