AE.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import torch\n",
    "import torch.nn as nn\n",
    "from torch.optim import Adam\n",
    "import torchvision\n",
    "from torchvision import transforms, datasets\n",
    "\n",
    "import time\n",
    "\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "BATCH_SIZE    = 10\n",
    "img_size      = 128\n",
    "input_size    = img_size*img_size*3\n",
    "orig_size     = img_size*img_size*3\n",
    "latent_size   = 3\n",
    "learning_rate = 1e-3\n",
    "epochs        = 100"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Directory: test\n",
      "    |_ Sub-directory: nowildfire\n",
      "       |_ File: -113.91777,50.901087.jpg\n",
      "       |_ File: -113.91782,50.896917.jpg\n",
      "       |_ File: ....\n",
      "    |_ Sub-directory: wildfire\n",
      "       |_ File: -59.03238,51.85132.jpg\n",
      "       |_ File: -60.6867,50.26079.jpg\n",
      "       |_ File: ....\n",
      "Directory: test1\n",
      "    |_ Sub-directory: nowildfire\n",
      "       |_ File: -73.410756,45.457343.jpg\n",
      "       |_ File: -73.413811,45.436142.jpg\n",
      "       |_ File: ....\n",
      "    |_ Sub-directory: wildfire\n",
      "       |_ File: -64.1061,51.4492.jpg\n",
      "       |_ File: -64.1526,50.27158.jpg\n",
      "       |_ File: ....\n",
      "Directory: train\n",
      "    |_ Sub-directory: nowildfire\n",
      "       |_ File: -113.917243,51.101323.jpg\n",
      "       |_ File: -113.917264,50.966686.jpg\n",
      "       |_ File: ....\n",
      "    |_ Sub-directory: wildfire\n",
      "       |_ File: -57.11902,51.47242.jpg\n",
      "       |_ File: -57.8088,51.44634.jpg\n",
      "       |_ File: ....\n",
      "Directory: train1\n",
      "    |_ Sub-directory: nowildfire\n",
      "       |_ File: -73.408723,45.422591.jpg\n",
      "       |_ File: -73.408779,45.636752.jpg\n",
      "       |_ File: ....\n",
      "    |_ Sub-directory: wildfire\n",
      "       |_ File: -64.55354,48.39629.jpg\n",
      "       |_ File: -64.55878,48.74671.jpg\n",
      "       |_ File: ....\n",
      "Directory: valid\n",
      "    |_ Sub-directory: nowildfire\n",
      "       |_ File: -113.917628,51.015992.jpg\n",
      "       |_ File: -113.917791,51.148185.jpg\n",
      "       |_ File: ....\n",
      "    |_ Sub-directory: wildfire\n",
      "       |_ File: -57.25,51.51.jpg\n",
      "       |_ File: -57.3633,51.4978.jpg\n",
      "       |_ File: ....\n",
      "Directory: valid1\n",
      "    |_ Sub-directory: nowildfire\n",
      "       |_ File: -73.624757,45.587369.jpg\n",
      "       |_ File: -73.625341,45.511737.jpg\n",
      "       |_ File: ....\n",
      "    |_ Sub-directory: wildfire\n",
      "       |_ File: -67.06103,49.81925.jpg\n",
      "       |_ File: -67.11206,51.2554.jpg\n",
      "       |_ File: ....\n"
     ]
    }
   ],
   "source": [
    "folder_path = 'data/'\n",
    "\n",
    "def list_first_n_files_and_subfolders(directory_path, n=3):\n",
    "    with os.scandir(directory_path) as entries:\n",
    "        for entry in entries:\n",
    "            if entry.is_dir():\n",
    "                print(f\"Directory: {entry.name}\")\n",
    "                # List the first 'n' files within the subfolder\n",
    "                subfolder_path = os.path.join(directory_path, entry.name)\n",
    "                with os.scandir(subfolder_path) as sub_entries:\n",
    "                    for sub_entry in sub_entries:\n",
    "                        if sub_entry.is_dir():\n",
    "                            print(f\"    |_ Sub-directory: {sub_entry.name}\")\n",
    "                            for i, item in enumerate(os.listdir(sub_entry.path)):\n",
    "                                if i + 1 < n:\n",
    "                                    print(f\"       |_ File: {item}\")\n",
    "                                else:\n",
    "                                    print(f\"       |_ File: ....\")\n",
    "                                    break\n",
    "\n",
    "\n",
    "list_first_n_files_and_subfolders(folder_path)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "transform = transforms.Compose([\n",
    "    transforms.Resize((img_size, img_size)),  # Resize images to a consistent size\n",
    "    transforms.ToTensor(),           # Convert images to PyTorch tensors\n",
    "    transforms.Normalize(mean=[0., 0., 0.], std=[1., 1., 1.])\n",
    "])\n",
    "\n",
    "train_dir = 'data/train1'\n",
    "test_dir = 'data/test1'\n",
    "valid_dir = 'data/valid1'\n",
    "\n",
    "# Create datasets for training, validation, and test sets\n",
    "train_dataset = datasets.ImageFolder(root=train_dir, transform=transform)\n",
    "val_dataset = datasets.ImageFolder(root=valid_dir, transform=transform)\n",
    "test_dataset = datasets.ImageFolder(root=test_dir, transform=transform)\n",
    "\n",
    "# Create DataLoader instances for each dataset\n",
    "train_loader = torch.utils.data.DataLoader(train_dataset, batch_size=BATCH_SIZE, shuffle=True)\n",
    "val_loader = torch.utils.data.DataLoader(val_dataset, batch_size=BATCH_SIZE, shuffle=False)\n",
    "test_loader = torch.utils.data.DataLoader(test_dataset, batch_size=BATCH_SIZE, shuffle=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x300 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Get the first batch from the DataLoader\n",
    "dataiter = iter(train_loader)\n",
    "for batch in enumerate(train_loader):\n",
    "    step, [images, labels] = batch\n",
    "    break\n",
    "\n",
    "labels\n",
    "\n",
    "fig, axes = plt.subplots(1, 5, figsize=(15, 3))\n",
    "\n",
    "for i in range(5):\n",
    "    ax = axes[i]\n",
    "    ax.imshow(torchvision.utils.make_grid(images[i]).numpy().transpose((1, 2, 0)))\n",
    "    ax.set_title(f'Class: {labels[i].item()}')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<b>Auto-encoder</b>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([10, 2])\n",
      "torch.Size([10, 2])\n"
     ]
    }
   ],
   "source": [
    "input_size    = img_size*img_size*3\n",
    "orig_size     = img_size*img_size*3\n",
    "latent_size   = 2\n",
    "learning_rate = 1e-3\n",
    "epochs        = 100\n",
    "\n",
    "class Encoder(nn.Module):\n",
    "    def __init__(self, input_size, latent_size):\n",
    "        super(Encoder, self).__init__()\n",
    "        self.flat      = nn.Flatten()\n",
    "        self.fc1       = nn.Linear(input_size, 1000)\n",
    "        self.bn1       = nn.BatchNorm1d(1000)\n",
    "        self.fc2       = nn.Linear(1000, 500)\n",
    "        self.bn2       = nn.BatchNorm1d(500)\n",
    "        self.fc3       = nn.Linear(500, 300)\n",
    "        self.bn3       = nn.BatchNorm1d(300)\n",
    "        self.fc4       = nn.Linear(300, 100)\n",
    "        self.bn4       = nn.BatchNorm1d(100)\n",
    "        self.fc_mu     = nn.Linear(100, latent_size)\n",
    "        self.fc_logvar = nn.Linear(100, latent_size)\n",
    "\n",
    "    def forward(self, x):\n",
    "        x              = torch.relu(self.flat(x))\n",
    "        x              = torch.relu(self.bn1(self.fc1(x)))\n",
    "        x              = torch.relu(self.bn2(self.fc2(x)))\n",
    "        x              = torch.relu(self.bn3(self.fc3(x)))\n",
    "        x              = torch.relu(self.bn4(self.fc4(x)))\n",
    "        mu             = self.fc_mu(x)\n",
    "        logvar         = self.fc_logvar(x)\n",
    "        return mu, logvar\n",
    "\n",
    "# Assuming x is your input tensor\n",
    "x = torch.randn([BATCH_SIZE, 3, img_size, img_size])\n",
    "\n",
    "encoder = Encoder(input_size= input_size, latent_size=latent_size)\n",
    "mu, logvar = encoder(x)\n",
    "print(mu.shape)\n",
    "print(logvar.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([10, 3, 128, 128])\n"
     ]
    }
   ],
   "source": [
    "class Decoder(nn.Module):\n",
    "    def __init__(self, latent_size, orig_size):\n",
    "        super(Decoder, self).__init__()\n",
    "        self.fc1 = nn.Linear(latent_size,100)\n",
    "        self.bn1 = nn.BatchNorm1d(100)\n",
    "        self.fc2 = nn.Linear(100,300)\n",
    "        self.bn2 = nn.BatchNorm1d(300)\n",
    "        self.fc3 = nn.Linear(300,500)\n",
    "        self.bn3 = nn.BatchNorm1d(500)\n",
    "        self.fc4 = nn.Linear(500, 1000)\n",
    "        self.bn4 = nn.BatchNorm1d(1000)\n",
    "        self.fc5 = nn.Linear(1000, orig_size)\n",
    "    \n",
    "    def forward(self, x):\n",
    "        x = torch.relu(self.bn1(self.fc1(x)))\n",
    "        x = torch.relu(self.bn2(self.fc2(x)))\n",
    "        x = torch.relu(self.bn3(self.fc3(x)))\n",
    "        x = torch.relu(self.bn4(self.fc4(x)))\n",
    "        x = torch.sigmoid(self.fc5(x))\n",
    "        return x.view(10, 3, img_size, img_size)\n",
    "\n",
    "# Assuming x is your input tensor\n",
    "x = torch.randn([BATCH_SIZE, 2])\n",
    "\n",
    "decoder = Decoder(latent_size= latent_size, orig_size=orig_size)\n",
    "output = decoder(x)\n",
    "print(output.shape)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "class Encoder(nn.Module):\n",
    "    def __init__(self, input_size, latent_size):\n",
    "        super(Encoder, self).__init__()\n",
    "        self.flat      = nn.Flatten()\n",
    "        self.fc1       = nn.Linear(input_size, 1000)\n",
    "        self.bn1       = nn.BatchNorm1d(1000)\n",
    "        self.fc2       = nn.Linear(1000, 500)\n",
    "        self.bn2       = nn.BatchNorm1d(500)\n",
    "        self.fc3       = nn.Linear(500, 300)\n",
    "        self.bn3       = nn.BatchNorm1d(300)\n",
    "        self.fc4       = nn.Linear(300, 100)\n",
    "        self.bn4       = nn.BatchNorm1d(100)\n",
    "        self.fc_mu     = nn.Linear(100, latent_size)\n",
    "        self.fc_logvar = nn.Linear(100, latent_size)\n",
    "\n",
    "    def forward(self, x):\n",
    "        x              = torch.relu(self.flat(x))\n",
    "        x              = torch.relu(self.bn1(self.fc1(x)))\n",
    "        x              = torch.relu(self.bn2(self.fc2(x)))\n",
    "        x              = torch.relu(self.bn3(self.fc3(x)))\n",
    "        x              = torch.relu(self.bn4(self.fc4(x)))\n",
    "        mu             = self.fc_mu(x)\n",
    "        logvar         = self.fc_logvar(x)\n",
    "        return mu, logvar\n",
    "\n",
    "class Decoder(nn.Module):\n",
    "    def __init__(self, latent_size, orig_size):\n",
    "        super(Decoder, self).__init__()\n",
    "        self.fc1 = nn.Linear(latent_size,100)\n",
    "        self.bn1 = nn.BatchNorm1d(100)\n",
    "        self.fc2 = nn.Linear(100,300)\n",
    "        self.bn2 = nn.BatchNorm1d(300)\n",
    "        self.fc3 = nn.Linear(300,500)\n",
    "        self.bn3 = nn.BatchNorm1d(500)\n",
    "        self.fc4 = nn.Linear(500, 1000)\n",
    "        self.bn4 = nn.BatchNorm1d(1000)\n",
    "        self.fc5 = nn.Linear(1000, orig_size)\n",
    "    \n",
    "    def forward(self, x):\n",
    "        x = torch.relu(self.bn1(self.fc1(x)))\n",
    "        x = torch.relu(self.bn2(self.fc2(x)))\n",
    "        x = torch.relu(self.bn3(self.fc3(x)))\n",
    "        x = torch.relu(self.bn4(self.fc4(x)))\n",
    "        x = torch.sigmoid(self.fc5(x))\n",
    "        return x.view(BATCH_SIZE, 3, img_size, img_size)\n",
    "\n",
    "class VAE(nn.Module):\n",
    "    def __init__(self, Encoder, Decoder):\n",
    "        super(VAE, self).__init__()\n",
    "        self.encoder = Encoder\n",
    "        self.decoder = Decoder\n",
    "    \n",
    "    def reparameterization(self, mu, log_var):\n",
    "        epsilon = torch.randn_like(log_var)      \n",
    "        z = mu + log_var*epsilon\n",
    "        return z\n",
    "    \n",
    "    def forward(self, x):\n",
    "        mu, log_var = self.encoder(x)\n",
    "        std = torch.exp(0.5 * log_var)\n",
    "        eps = torch.randn_like(std)\n",
    "        z = self.reparameterization(mu, torch.exp(0.5 * log_var))\n",
    "        reconstruction = self.decoder(z)\n",
    "        return mu, log_var, reconstruction\n",
    "\n",
    "encoder = Encoder(input_size=input_size,latent_size=latent_size)\n",
    "decoder = Decoder(latent_size=latent_size, orig_size=input_size)\n",
    "model = VAE(Encoder=encoder, Decoder=decoder)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {},
   "outputs": [],
   "source": [
    "mse_loss = nn.MSELoss(reduction=\"sum\")\n",
    "\n",
    "def loss_function(x, x_hat, mean, log_var):\n",
    "    loss_mse = mse_loss(x_hat, x)\n",
    "    KLD      = - 0.5 * torch.sum(1+ log_var - mean.pow(2) - log_var.exp())\n",
    "    return loss_mse + KLD\n",
    "\n",
    "optimizer = Adam(model.parameters(), lr=learning_rate)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\tEpoch 0 complete!\tAverage Loss: 999505463.20\t Time training: 56 seconds\n",
      "\tEpoch 2 complete!\tAverage Loss: 728955360.00\t Time training: 52 seconds\n",
      "\tEpoch 4 complete!\tAverage Loss: 699154504.80\t Time training: 57 seconds\n",
      "\tEpoch 6 complete!\tAverage Loss: 700817141.60\t Time training: 48 seconds\n",
      "\tEpoch 8 complete!\tAverage Loss: 696560317.60\t Time training: 56 seconds\n",
      "\tEpoch 10 complete!\tAverage Loss: 687645018.40\t Time training: 52 seconds\n",
      "\tEpoch 12 complete!\tAverage Loss: 677748539.20\t Time training: 53 seconds\n",
      "\tEpoch 14 complete!\tAverage Loss: 671676632.00\t Time training: 50 seconds\n",
      "\tEpoch 16 complete!\tAverage Loss: 664578696.80\t Time training: 50 seconds\n",
      "\tEpoch 18 complete!\tAverage Loss: 656944733.20\t Time training: 54 seconds\n",
      "\tEpoch 20 complete!\tAverage Loss: 650577489.20\t Time training: 48 seconds\n",
      "\tEpoch 22 complete!\tAverage Loss: 656017144.80\t Time training: 49 seconds\n",
      "\tEpoch 24 complete!\tAverage Loss: 633365002.00\t Time training: 49 seconds\n",
      "\tEpoch 26 complete!\tAverage Loss: 633535670.40\t Time training: 48 seconds\n",
      "\tEpoch 28 complete!\tAverage Loss: 634677548.00\t Time training: 48 seconds\n",
      "\tEpoch 30 complete!\tAverage Loss: 645502952.40\t Time training: 48 seconds\n",
      "\tEpoch 32 complete!\tAverage Loss: 638005913.20\t Time training: 48 seconds\n",
      "\tEpoch 34 complete!\tAverage Loss: 635408029.60\t Time training: 48 seconds\n",
      "\tEpoch 36 complete!\tAverage Loss: 630964973.60\t Time training: 48 seconds\n",
      "\tEpoch 38 complete!\tAverage Loss: 622958099.60\t Time training: 48 seconds\n",
      "\tEpoch 40 complete!\tAverage Loss: 643838579.20\t Time training: 52 seconds\n",
      "\tEpoch 42 complete!\tAverage Loss: 624589328.80\t Time training: 48 seconds\n",
      "\tEpoch 44 complete!\tAverage Loss: 612205945.60\t Time training: 51 seconds\n",
      "\tEpoch 46 complete!\tAverage Loss: 617003518.00\t Time training: 50 seconds\n",
      "\tEpoch 48 complete!\tAverage Loss: 620518106.40\t Time training: 49 seconds\n",
      "\tEpoch 50 complete!\tAverage Loss: 613409194.00\t Time training: 48 seconds\n",
      "\tEpoch 52 complete!\tAverage Loss: 610717270.40\t Time training: 50 seconds\n",
      "\tEpoch 54 complete!\tAverage Loss: 612591980.80\t Time training: 49 seconds\n",
      "\tEpoch 56 complete!\tAverage Loss: 613799256.80\t Time training: 48 seconds\n",
      "\tEpoch 58 complete!\tAverage Loss: 625760850.00\t Time training: 48 seconds\n",
      "\tEpoch 60 complete!\tAverage Loss: 613155528.80\t Time training: 50 seconds\n",
      "\tEpoch 62 complete!\tAverage Loss: 615420043.20\t Time training: 49 seconds\n",
      "\tEpoch 64 complete!\tAverage Loss: 624763128.00\t Time training: 49 seconds\n",
      "\tEpoch 66 complete!\tAverage Loss: 606332814.40\t Time training: 49 seconds\n",
      "\tEpoch 68 complete!\tAverage Loss: 613828992.00\t Time training: 48 seconds\n",
      "\tEpoch 70 complete!\tAverage Loss: 604085782.40\t Time training: 49 seconds\n",
      "\tEpoch 72 complete!\tAverage Loss: 601879898.40\t Time training: 49 seconds\n",
      "\tEpoch 74 complete!\tAverage Loss: 593440764.00\t Time training: 49 seconds\n",
      "\tEpoch 76 complete!\tAverage Loss: 593579036.80\t Time training: 49 seconds\n",
      "\tEpoch 78 complete!\tAverage Loss: 612895199.60\t Time training: 49 seconds\n",
      "\tEpoch 80 complete!\tAverage Loss: 589210499.60\t Time training: 49 seconds\n",
      "\tEpoch 82 complete!\tAverage Loss: 584542528.80\t Time training: 49 seconds\n",
      "\tEpoch 84 complete!\tAverage Loss: 590172840.40\t Time training: 48 seconds\n",
      "\tEpoch 86 complete!\tAverage Loss: 594512713.60\t Time training: 48 seconds\n",
      "\tEpoch 88 complete!\tAverage Loss: 589814601.60\t Time training: 48 seconds\n",
      "\tEpoch 90 complete!\tAverage Loss: 604745688.00\t Time training: 49 seconds\n",
      "\tEpoch 92 complete!\tAverage Loss: 594568097.60\t Time training: 49 seconds\n",
      "\tEpoch 94 complete!\tAverage Loss: 582795819.60\t Time training: 49 seconds\n",
      "\tEpoch 96 complete!\tAverage Loss: 591701350.40\t Time training: 49 seconds\n",
      "\tEpoch 98 complete!\tAverage Loss: 596166445.20\t Time training: 49 seconds\n"
     ]
    }
   ],
   "source": [
    "# Training loop\n",
    "model.train()\n",
    "train_losses_dense = []\n",
    "for epoch in range(epochs):\n",
    "    start_time = time.time()\n",
    "    overall_loss = 0\n",
    "    batch_idx=0\n",
    "    for batch in train_loader:\n",
    "        batch_idx += 1\n",
    "        optimizer.zero_grad()\n",
    "        x_batch = batch[0]\n",
    "        mu, log_var, x_recon = model(x_batch)\n",
    "\n",
    "        # Reconstruction loss + KL divergence\n",
    "        loss = loss_function(x_batch, x_recon, mu, log_var)\n",
    "        # print(loss.item())\n",
    "        overall_loss += loss.item()/ (BATCH_SIZE*img_size*img_size)\n",
    "        loss.backward()\n",
    "        optimizer.step()\n",
    "    train_losses_dense.append(overall_loss / batch_idx)\n",
    "    epoch_time = time.time() - start_time\n",
    "\n",
    "    # Print progress\n",
    "    if epoch % 2 == 0:\n",
    "        print(f\"\\tEpoch {epoch} complete!\\tAverage Loss: {(overall_loss / batch_idx):.2f}\\t Time training: {epoch_time/60:.1f} mins\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1600x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(16,8))\n",
    "plt.plot(train_losses_dense)\n",
    "plt.title(\"Dense autoencoder - Loss training\")\n",
    "plt.xlabel(\"Epoch\")\n",
    "plt.ylabel(\"Loss avg\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<b>Conv. autoencoder</b>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 210,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([10, 10])\n"
     ]
    }
   ],
   "source": [
    "class ConvEncoder(nn.Module):\n",
    "    def __init__(self, input_channels, latent_size):\n",
    "        super(ConvEncoder, self).__init__()\n",
    "        self.conv1     = nn.Conv2d(input_channels, 128, stride=2, kernel_size=3, padding=1) #64\n",
    "        self.bn1       = nn.BatchNorm2d(128)\n",
    "        self.conv2     = nn.Conv2d(128, 256, stride=2, kernel_size=3, padding=1)             #32\n",
    "        self.bn2       = nn.BatchNorm2d(256)\n",
    "        self.conv3     = nn.Conv2d(256, 512, kernel_size=3, stride=2, padding=1)            #16\n",
    "        self.bn3       = nn.BatchNorm2d(512)\n",
    "        self.conv4     = nn.Conv2d(512, 1024, kernel_size=3, stride=2, padding=1)           #8\n",
    "        self.bn4       = nn.BatchNorm2d(1024)\n",
    "        self.conv5     = nn.Conv2d(1024, 2056, kernel_size=3, stride=2, padding=1)           #4\n",
    "        self.bn5       = nn.BatchNorm2d(2056)\n",
    "        self.conv6     = nn.Conv2d(2056, 4096, kernel_size=3, stride=2, padding=1)          #2\n",
    "        self.bn6       = nn.BatchNorm2d(4096)\n",
    "        self.flat      = nn.Flatten()\n",
    "        self.lin       = nn.Linear(16384, 2056)\n",
    "        self.fc_mu     = nn.Linear(2056, latent_size)\n",
    "        self.fc_logvar = nn.Linear(2056, latent_size)\n",
    "\n",
    "    \n",
    "    def forward(self, x):\n",
    "        x              = torch.relu(self.bn1(self.conv1(x)))\n",
    "        x              = torch.relu(self.bn2(self.conv2(x)))\n",
    "        x              = torch.relu(self.bn3(self.conv3(x)))\n",
    "        x              = torch.relu(self.bn4(self.conv4(x)))\n",
    "        x              = torch.relu(self.bn5(self.conv5(x)))\n",
    "        x              = torch.relu(self.bn6(self.conv6(x)))\n",
    "        x              = torch.relu(self.flat(x))\n",
    "        x              = torch.relu(self.lin(x))\n",
    "        mu             = self.fc_mu(x)\n",
    "        logvar         = self.fc_logvar(x)\n",
    "        return mu, logvar\n",
    "        # return x\n",
    "\n",
    "input_channels = 3\n",
    "\n",
    "# Assuming x is your input tensor\n",
    "x = torch.randn([BATCH_SIZE, input_channels, img_size, img_size])\n",
    "\n",
    "# Modify input_channels to match the number of channels in the reshaped tensor\n",
    "conv_encoder = ConvEncoder(input_channels=3, latent_size=latent_size)\n",
    "output1, output2 = conv_encoder(x)\n",
    "# output1 = conv_encoder(x)\n",
    "print(output1.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 211,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([10, 3, 128, 128])\n"
     ]
    }
   ],
   "source": [
    "class ConvDecoder(nn.Module):\n",
    "    def __init__(self, output_channels, latent_size):\n",
    "        super(ConvDecoder, self).__init__()\n",
    "        self.lin1    = nn.Linear(latent_size, 100)\n",
    "        self.lin2    = nn.Linear(100, 16384)\n",
    "        self.bn1     = nn.BatchNorm1d(16384)\n",
    "        self.deconv1 = nn.ConvTranspose2d(4096, 2056, kernel_size=3, stride=2, padding=1, output_padding=1) #4\n",
    "        self.bn2     = nn.BatchNorm2d(2056)\n",
    "        self.deconv2 = nn.ConvTranspose2d(2056, 1024, kernel_size=3, stride=2, padding=1, output_padding=1)  #8\n",
    "        self.bn3     = nn.BatchNorm2d(1024)\n",
    "        self.deconv3 = nn.ConvTranspose2d(1024, 512, kernel_size=3, stride=2, padding=1, output_padding=1)  #16\n",
    "        self.bn4     = nn.BatchNorm2d(512)\n",
    "        self.deconv4 = nn.ConvTranspose2d(512, 256, kernel_size=3, stride=2, padding=1, output_padding=1)   #32\n",
    "        self.bn5     = nn.BatchNorm2d(256)\n",
    "        self.deconv5 = nn.ConvTranspose2d(256, 128, kernel_size=3, stride=2, padding=1, output_padding=1)    #64\n",
    "        self.bn6     = nn.BatchNorm2d(128)\n",
    "        self.deconv6 = nn.ConvTranspose2d(128, 3, kernel_size=3, stride=2, padding=1, output_padding=1)    #128\n",
    "        self.bn7     = nn.BatchNorm2d(3)\n",
    "    \n",
    "    def forward(self, x):\n",
    "        x = torch.relu(self.lin1(x))\n",
    "        x = torch.relu(self.bn1(self.lin2(x)))\n",
    "        x = x.view(BATCH_SIZE, 4096, 2, 2)\n",
    "        x = torch.relu(self.bn2(self.deconv1(x)))\n",
    "        x = torch.relu(self.bn3(self.deconv2(x)))\n",
    "        x = torch.relu(self.bn4(self.deconv3(x)))\n",
    "        x = torch.relu(self.bn5(self.deconv4(x)))\n",
    "        x = torch.relu(self.bn6(self.deconv5(x)))\n",
    "        x = torch.relu(self.bn7(self.deconv6(x)))\n",
    "        return x\n",
    "\n",
    "x = torch.randn([BATCH_SIZE, latent_size])\n",
    "conv_decoder = ConvDecoder(output_channels=3, latent_size=latent_size)\n",
    "output1 = conv_decoder(x)\n",
    "print(output1.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [],
   "source": [
    "class ConvEncoder(nn.Module):\n",
    "    def __init__(self, input_channels, latent_size):\n",
    "        super(ConvEncoder, self).__init__()\n",
    "        self.conv1     = nn.Conv2d(input_channels, 128, stride=2, kernel_size=3, padding=1) #64\n",
    "        self.bn1       = nn.BatchNorm2d(128)\n",
    "        self.conv2     = nn.Conv2d(128, 256, stride=2, kernel_size=3, padding=1)             #32\n",
    "        self.bn2       = nn.BatchNorm2d(256)\n",
    "        self.conv3     = nn.Conv2d(256, 512, kernel_size=3, stride=2, padding=1)            #16\n",
    "        self.bn3       = nn.BatchNorm2d(512)\n",
    "        self.conv4     = nn.Conv2d(512, 1024, kernel_size=3, stride=2, padding=1)           #8\n",
    "        self.bn4       = nn.BatchNorm2d(1024)\n",
    "        self.conv5     = nn.Conv2d(1024, 2056, kernel_size=3, stride=2, padding=1)           #4\n",
    "        self.bn5       = nn.BatchNorm2d(2056)\n",
    "        self.conv6     = nn.Conv2d(2056, 4096, kernel_size=3, stride=2, padding=1)          #2\n",
    "        self.bn6       = nn.BatchNorm2d(4096)\n",
    "        self.flat      = nn.Flatten()\n",
    "        self.lin       = nn.Linear(16384, 4096)\n",
    "        self.fc_mu     = nn.Linear(4096, latent_size)\n",
    "        self.fc_logvar = nn.Linear(4096, latent_size)\n",
    "\n",
    "    \n",
    "    def forward(self, x):\n",
    "        x              = torch.relu(self.bn1(self.conv1(x)))\n",
    "        x              = torch.relu(self.bn2(self.conv2(x)))\n",
    "        x              = torch.relu(self.bn3(self.conv3(x)))\n",
    "        x              = torch.relu(self.bn4(self.conv4(x)))\n",
    "        x              = torch.relu(self.bn5(self.conv5(x)))\n",
    "        x              = torch.relu(self.bn6(self.conv6(x)))\n",
    "        x              = torch.relu(self.flat(x))\n",
    "        x              = torch.relu(self.lin(x))\n",
    "        mu             = self.fc_mu(x)\n",
    "        logvar         = self.fc_logvar(x)\n",
    "        return mu, logvar\n",
    "\n",
    "class ConvDecoder(nn.Module):\n",
    "    def __init__(self, output_channels, latent_size):\n",
    "        super(ConvDecoder, self).__init__()\n",
    "        self.lin1    = nn.Linear(latent_size, 4096)\n",
    "        self.lin2    = nn.Linear(4096, 16384)\n",
    "        self.bn1     = nn.BatchNorm1d(16384)\n",
    "        self.deconv1 = nn.ConvTranspose2d(4096, 2056, kernel_size=3, stride=2, padding=1, output_padding=1) #4\n",
    "        self.bn2     = nn.BatchNorm2d(2056)\n",
    "        self.deconv2 = nn.ConvTranspose2d(2056, 1024, kernel_size=3, stride=2, padding=1, output_padding=1)  #8\n",
    "        self.bn3     = nn.BatchNorm2d(1024)\n",
    "        self.deconv3 = nn.ConvTranspose2d(1024, 512, kernel_size=3, stride=2, padding=1, output_padding=1)  #16\n",
    "        self.bn4     = nn.BatchNorm2d(512)\n",
    "        self.deconv4 = nn.ConvTranspose2d(512, 256, kernel_size=3, stride=2, padding=1, output_padding=1)   #32\n",
    "        self.bn5     = nn.BatchNorm2d(256)\n",
    "        self.deconv5 = nn.ConvTranspose2d(256, 128, kernel_size=3, stride=2, padding=1, output_padding=1)    #64\n",
    "        self.bn6     = nn.BatchNorm2d(128)\n",
    "        self.deconv6 = nn.ConvTranspose2d(128, 3, kernel_size=3, stride=2, padding=1, output_padding=1)    #128\n",
    "        self.bn7     = nn.BatchNorm2d(3)\n",
    "    \n",
    "    def forward(self, x):\n",
    "        x = torch.relu(self.lin1(x))\n",
    "        x = torch.relu(self.bn1(self.lin2(x)))\n",
    "        x = x.view(BATCH_SIZE, 4096, 2, 2)\n",
    "        x = torch.relu(self.bn2(self.deconv1(x)))\n",
    "        x = torch.relu(self.bn3(self.deconv2(x)))\n",
    "        x = torch.relu(self.bn4(self.deconv3(x)))\n",
    "        x = torch.relu(self.bn5(self.deconv4(x)))\n",
    "        x = torch.relu(self.bn6(self.deconv5(x)))\n",
    "        x = torch.relu(self.bn7(self.deconv6(x)))\n",
    "        return x\n",
    "\n",
    "class ConvVAE(nn.Module):\n",
    "    def __init__(self, ConvEncoder, ConvDecoder):\n",
    "        super(ConvVAE, self).__init__()\n",
    "        self.encoder = ConvEncoder\n",
    "        self.decoder = ConvDecoder\n",
    "    \n",
    "    def reparameterization(self, mu, log_var):\n",
    "        epsilon = torch.randn_like(log_var)      \n",
    "        z = mu + log_var * epsilon\n",
    "        return z\n",
    "    \n",
    "    def forward(self, x):\n",
    "        mu, log_var = self.encoder(x)\n",
    "        z = self.reparameterization(mu, torch.exp(0.5 * log_var))\n",
    "        reconstruction = self.decoder(z)\n",
    "        return mu, log_var, reconstruction, z\n",
    "\n",
    "input_channels = 3\n",
    "\n",
    "conv_encoder = ConvEncoder(input_channels=input_channels, latent_size=latent_size)\n",
    "conv_decoder = ConvDecoder(output_channels=input_channels, latent_size=latent_size)\n",
    "model = ConvVAE(ConvEncoder=conv_encoder, ConvDecoder=conv_decoder)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "mse_loss = nn.MSELoss(reduction=\"sum\")\n",
    "\n",
    "def loss_function(x, x_hat, mean, log_var):\n",
    "    loss_mse = mse_loss(x_hat, x)\n",
    "    KLD      = - 0.5 * torch.sum(1+ log_var - mean.pow(2) - log_var.exp())\n",
    "    return loss_mse + KLD\n",
    "\n",
    "optimizer = Adam(model.parameters(), lr=learning_rate)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 0 \tTraining Loss: 52.956\tTime elapsed: 5.7 min\tEpoch time: 5.7 min\n",
      "Epoch 0 \tValidation Loss: 0.130\tTime elapsed: 5.9 min\tEpoch time: 0.2 min\n",
      "Epoch 1 \tTraining Loss: 0.106\tTime elapsed: 11.6 min\tEpoch time: 5.7 min\n",
      "Epoch 1 \tValidation Loss: 0.124\tTime elapsed: 11.8 min\tEpoch time: 0.2 min\n",
      "Epoch 2 \tTraining Loss: 0.083\tTime elapsed: 17.6 min\tEpoch time: 5.8 min\n",
      "Epoch 2 \tValidation Loss: 0.116\tTime elapsed: 17.8 min\tEpoch time: 0.2 min\n",
      "Epoch 3 \tTraining Loss: 0.097\tTime elapsed: 23.6 min\tEpoch time: 5.8 min\n",
      "Epoch 3 \tValidation Loss: 0.122\tTime elapsed: 23.8 min\tEpoch time: 0.2 min\n",
      "Epoch 4 \tTraining Loss: 0.108\tTime elapsed: 29.9 min\tEpoch time: 6.1 min\n",
      "Epoch 4 \tValidation Loss: 0.112\tTime elapsed: 30.0 min\tEpoch time: 0.2 min\n",
      "Epoch 5 \tTraining Loss: 0.965\tTime elapsed: 35.8 min\tEpoch time: 5.7 min\n",
      "Epoch 5 \tValidation Loss: 0.151\tTime elapsed: 35.9 min\tEpoch time: 0.2 min\n",
      "Epoch 6 \tTraining Loss: 0.128\tTime elapsed: 41.1 min\tEpoch time: 5.2 min\n",
      "Epoch 6 \tValidation Loss: inf\tTime elapsed: 41.3 min\tEpoch time: 0.2 min\n",
      "Epoch 7 \tTraining Loss: 1.356\tTime elapsed: 46.9 min\tEpoch time: 5.6 min\n",
      "Epoch 7 \tValidation Loss: 0.182\tTime elapsed: 47.1 min\tEpoch time: 0.2 min\n",
      "Epoch 8 \tTraining Loss: 0.173\tTime elapsed: 52.9 min\tEpoch time: 5.8 min\n",
      "Epoch 8 \tValidation Loss: 0.187\tTime elapsed: 53.1 min\tEpoch time: 0.2 min\n",
      "Epoch 9 \tTraining Loss: 69838134526254336.000\tTime elapsed: 58.6 min\tEpoch time: 5.6 min\n",
      "Epoch 9 \tValidation Loss: 0.162\tTime elapsed: 58.8 min\tEpoch time: 0.2 min\n"
     ]
    }
   ],
   "source": [
    "\n",
    "train_losses_conv = []\n",
    "val_losses_conv = []\n",
    "prev_val_loss = float('inf')\n",
    "patience = 5\n",
    "counter = 0\n",
    "start_time = time.time()\n",
    "for epoch in range(20):\n",
    "    # Training\n",
    "    model.train()\n",
    "    start_time1 = time.time()\n",
    "    overall_loss = 0\n",
    "    batch_idx=0\n",
    "    for batch in train_loader:\n",
    "        batch_idx += 1\n",
    "        optimizer.zero_grad()\n",
    "        x_batch = batch[0]\n",
    "        mu, log_var, x_recon, z = model(x_batch)\n",
    "\n",
    "        # Reconstruction loss + KL divergence\n",
    "        loss = loss_function(x_batch, x_recon, mu, log_var)\n",
    "        # print(loss.item())\n",
    "        loss_i = loss.item() / (BATCH_SIZE*img_size*img_size)\n",
    "        loss.backward()\n",
    "        overall_loss += loss_i\n",
    "\n",
    "        optimizer.step()\n",
    "\n",
    "    train_losses_conv.append(overall_loss / batch_idx)\n",
    "    epoch_time_training = time.time() - start_time1\n",
    "    training_time = time.time()-start_time\n",
    "    print(f\"Epoch {epoch} \\tTraining Loss: {(overall_loss / batch_idx):.3f}\\tTime elapsed: {training_time/60:.1f} min\\tEpoch time: {epoch_time_training/60:.1f} min\")\n",
    "\n",
    "    # Evaluation\n",
    "    model.eval()\n",
    "    with torch.no_grad():\n",
    "        start_time2 = time.time()\n",
    "        val_loss = 0\n",
    "        batch_idx2 = 0\n",
    "        for batch in val_loader:\n",
    "            batch_idx2 += 1\n",
    "            x_batch = batch[0]\n",
    "            mu, log_var, x_recon, z = model(x_batch)\n",
    "            loss_i = loss_function(x_batch, x_recon, mu, log_var).item()/ (BATCH_SIZE*img_size*img_size)\n",
    "            val_loss += loss_i\n",
    "        val_loss_epoch = val_loss/batch_idx2\n",
    "        val_losses_conv.append(val_loss_epoch)\n",
    "        epoch_time_validation = time.time() - start_time2\n",
    "        validation_time = time.time()-start_time\n",
    "        print(f\"Epoch {epoch} \\tValidation Loss: {val_loss_epoch:.3f}\\tTime elapsed: {validation_time/60:.1f} min\\tEpoch time: {epoch_time_validation/60:.1f} min\")\n",
    "        # Save the model every epoch\n",
    "        # torch.save(model.state_dict(), f\"model_epoch_{epoch}.pth\")\n",
    "        \n",
    "        if val_loss_epoch < prev_val_loss:\n",
    "            prev_val_loss = val_loss_epoch\n",
    "            counter = 0\n",
    "            best_model_state = model.state_dict()\n",
    "        else:\n",
    "            counter +=1\n",
    "            if counter == patience:\n",
    "                break\n",
    "    model.train()\n",
    "\n",
    "if best_model_state is not None:\n",
    "    model.load_state_dict(best_model_state)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1600x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(16,8))\n",
    "plt.plot(train_losses_conv, label='Training loss')\n",
    "plt.plot(val_losses_conv, label='Validation loss')\n",
    "plt.title(\"Conv. autoencoder\")\n",
    "plt.xlabel(\"Epoch\")\n",
    "plt.ylabel(\"Loss avg\")\n",
    "plt.ylim(0,1)\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
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          "paper_bgcolor": "white",
          "plot_bgcolor": "#E5ECF6",
          "polar": {
           "angularaxis": {
            "gridcolor": "white",
            "linecolor": "white",
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           },
           "bgcolor": "#E5ECF6",
           "radialaxis": {
            "gridcolor": "white",
            "linecolor": "white",
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          },
          "scene": {
           "xaxis": {
            "backgroundcolor": "#E5ECF6",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "ticks": "",
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            "gridwidth": 2,
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           "zaxis": {
            "backgroundcolor": "#E5ECF6",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "ticks": "",
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          },
          "shapedefaults": {
           "line": {
            "color": "#2a3f5f"
           }
          },
          "ternary": {
           "aaxis": {
            "gridcolor": "white",
            "linecolor": "white",
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           "baxis": {
            "gridcolor": "white",
            "linecolor": "white",
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           },
           "bgcolor": "#E5ECF6",
           "caxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           }
          },
          "title": {
           "x": 0.05
          },
          "xaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
           },
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           "zerolinewidth": 2
          },
          "yaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
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            "standoff": 15
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           "zerolinewidth": 2
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         }
        },
        "width": 1200
       }
      }
     },
     "metadata": {},
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   ],
   "source": [
    "classes = val_dataset.classes\n",
    "z_space     = []\n",
    "true_labels = []\n",
    "model.eval()\n",
    "with torch.no_grad():\n",
    "    for batch in test_loader:\n",
    "        data = batch[0]\n",
    "        labels = batch[1]\n",
    "        optimizer.zero_grad()\n",
    "        mu, log_var, embeddings, z = model(data)\n",
    "        z_space.append(z)\n",
    "        true_labels.append(labels)\n",
    "        labels_result = torch.cat(true_labels, dim=0)\n",
    "        z_result = torch.cat(z_space, dim=0)\n",
    "\n",
    "import plotly.graph_objects as go\n",
    "\n",
    "# Assuming mu_result is a 2D NumPy array or tensor with shape (num_samples, 3)\n",
    "z_coord       = z_result[:, 0].numpy()\n",
    "x_coord       = z_result[:, 1].numpy()\n",
    "y_coord       = z_result[:, 2].numpy()\n",
    "labels_result = labels_result.detach().cpu().numpy()\n",
    "\n",
    "# Assuming label_names is a list of string labels corresponding to each point\n",
    "label_names = [classes[label] for label in labels_result]\n",
    "# label_names = [top_k_cust[label] for label in labels]\n",
    "\n",
    "# Create a 3D scatter plot with hover text\n",
    "fig = go.Figure(data=[\n",
    "    go.Scatter3d(\n",
    "        x=x_coord, y=y_coord, z=z_coord,\n",
    "        mode='markers',\n",
    "        marker=dict(color=labels_result, colorscale='Viridis', size=5),\n",
    "        text=label_names,  # Specify hover text\n",
    "        hoverinfo='text'  # Show only text on hover\n",
    "    )\n",
    "])\n",
    "\n",
    "# Customize the layout with a size of 12x8\n",
    "fig.update_layout(\n",
    "    scene=dict(aspectmode=\"data\"),\n",
    "    width=1200,  # Set width to 1200 pixels\n",
    "    height=800   # Set height to 800 pixels\n",
    ")\n",
    "\n",
    "# Show the plot\n",
    "fig.show()"
   ]
  }
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