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@TheDevPanda
Last active Mar 30, 2022
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D1C3
{
"cells": [
{
"cell_type": "markdown",
"id": "2bc9456b-8eef-4dfc-a838-7129f5d992a0",
"metadata": {},
"source": [
"Sources:\n",
"- https://pytorch.org/vision/stable/auto_examples/plot_transforms.html#sphx-glr-auto-examples-plot-transforms-py\n",
"- https://pytorch.org/tutorials/intermediate/tensorboard_tutorial.html\n",
"- https://github.com/mlugs/machine-learning-workshop/blob/main/part2/blurred-voted.ipynb"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "5bf5d4ae-eeab-4685-9a66-7dc8e33f74d3",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"Global seed set to 42\n"
]
},
{
"data": {
"text/plain": [
"42"
]
},
"execution_count": 1,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"\n",
"import torch\n",
"import torchvision\n",
"import torchvision.transforms as T\n",
"\n",
"from torchmetrics import Accuracy\n",
"from torch.nn import functional as F\n",
"\n",
"import pytorch_lightning as lightning\n",
"lightning.seed_everything(42)"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "1bbc63b6-acd3-4e53-aea0-5dca6532cb67",
"metadata": {},
"outputs": [],
"source": [
"train_ds = torchvision.datasets.ImageFolder(root='data/D1C3/train',\n",
" transform=T.Compose([T.ToTensor(),\n",
" T.Resize(64),\n",
" T.CenterCrop(64),\n",
" T.functional.autocontrast,\n",
" T.Grayscale(),\n",
" T.RandomAffine(degrees=(0, 360), translate=(0, 0.15), scale=(0.95, 1))]))\n",
" #T.RandomRotation(degrees=(0, 180))]))\n",
" #T.Normalize(1, 1)]))"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "f1ce4da4-4d50-4ec8-a3b5-2faf33c9f76f",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"356 train images\n"
]
}
],
"source": [
"train_size = int(len(train_ds) * 0.7)\n",
"val_size = len(train_ds) - train_size\n",
"print('{} train images'.format(len(train_ds)))"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "0ff811c3-ad78-455f-8893-7841f80d5763",
"metadata": {},
"outputs": [],
"source": [
"test_ds = torchvision.datasets.ImageFolder(root='data/D1C3/test',\n",
" transform=T.Compose([T.ToTensor(),\n",
" T.Resize(64),\n",
" T.CenterCrop(64),\n",
" T.functional.autocontrast,\n",
" T.Grayscale()]))\n",
" #T.Normalize(1, 1)]))"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "95806693-bf24-4ece-8ee8-4aa7ef5b1e90",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"115 train images\n"
]
}
],
"source": [
"print('{} test images'.format(len(test_ds)))"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "0f1fe6ef-2d43-4517-b3a8-d02913dfc3cd",
"metadata": {},
"outputs": [],
"source": [
"train_ds, val_ds = torch.utils.data.random_split(train_ds, [train_size, val_size])"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "a6f2f1f4-a754-419d-ba99-e3cd1a687d07",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([43, 43, 38, 36, 41, 48])"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"np.bincount([target for _, target in train_ds])"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "0133a78d-8f6e-48ab-8354-e6c85eb36724",
"metadata": {},
"outputs": [],
"source": [
"train_dataloader = torch.utils.data.DataLoader(train_ds,\n",
" batch_size=32,\n",
" shuffle=True)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "a795f006-c44b-46c8-8e79-edba22beccfb",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7f3690c7f6d0>"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"images, labels = next(iter(train_dataloader))\n",
"grid = torchvision.utils.make_grid(images)\n",
"grid.shape\n",
"plt.imshow(grid.numpy().transpose((1, 2, 0)), cmap='gray')"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "c3d92132-5233-4d2f-8eb3-16ee4a14dc0f",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[34m\u001b[1mwandb\u001b[0m: Currently logged in as: \u001b[33mdevpanda\u001b[0m (use `wandb login --relogin` to force relogin)\n"
]
},
{
"data": {
"text/plain": [
"True"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import wandb\n",
"wandb.login()"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "3a95042d-e8b4-4d80-9ae1-7377fe622e8a",
"metadata": {},
"outputs": [],
"source": [
"class DiceModel(lightning.LightningModule):\n",
" def __init__(self, learning_rate=1e-3, batch_size=32, leaky=0.032, dropout=0.6):\n",
" super().__init__()\n",
" self.save_hyperparameters()\n",
"\n",
" self.learning_rate = learning_rate\n",
" self.batch_size = batch_size\n",
" self.leaky = leaky\n",
" self.dropout = dropout\n",
"\n",
" self.model = torch.nn.Sequential(\n",
" torch.nn.Conv2d(in_channels=1, out_channels=24, kernel_size=7, stride=1, padding=0),\n",
" torch.nn.LeakyReLU(self.leaky),\n",
" torch.nn.MaxPool2d(2, 2),\n",
" torch.nn.Conv2d(in_channels=24, out_channels=48, kernel_size=3, stride=1, padding=0),\n",
" torch.nn.LeakyReLU(self.leaky),\n",
" torch.nn.MaxPool2d(3, 2),\n",
" torch.nn.Conv2d(in_channels=48, out_channels=96, kernel_size=3, stride=1, padding=0),\n",
" torch.nn.LeakyReLU(self.leaky),\n",
" torch.nn.MaxPool2d(2),\n",
" torch.nn.Conv2d(in_channels=96, out_channels=96*2, kernel_size=2, stride=1, padding=0),\n",
" torch.nn.LeakyReLU(self.leaky),\n",
" torch.nn.MaxPool2d(2, 1),\n",
" torch.nn.Conv2d(in_channels=96*2, out_channels=96*4, kernel_size=2, stride=1, padding=0),\n",
" torch.nn.LeakyReLU(self.leaky),\n",
" torch.nn.MaxPool2d(2, 1),\n",
" torch.nn.Dropout(self.dropout),\n",
" torch.nn.Flatten(),\n",
" torch.nn.Linear(96*4, 96*4),\n",
" torch.nn.ReLU(),\n",
" torch.nn.Linear(96*4, 6),\n",
" )\n",
" \n",
" self.loss = torch.nn.CrossEntropyLoss()\n",
"\n",
" acc = Accuracy()\n",
" self.train_acc = acc.clone()\n",
" self.valid_acc = acc.clone()\n",
"\n",
" def forward(self, x):\n",
" return self.model(x)\n",
"\n",
" def step(self, batch, batch_idx, name):\n",
" x, y = batch\n",
" y_hat = self.forward(x)\n",
" loss = self.loss(y_hat, y)\n",
" self.log(f\"{name}/loss\", loss)\n",
"\n",
" logits = self(x)\n",
" preds = torch.argmax(logits, dim=1)\n",
" \n",
" if name == \"train\":\n",
" self.train_acc(preds, y)\n",
" self.log(f\"{name}/acc\", self.train_acc)\n",
" else:\n",
" self.valid_acc(preds, y)\n",
" self.log(f\"{name}/acc\", self.valid_acc)\n",
"\n",
" return {\"loss\": loss}\n",
" \n",
" def training_step(self, batch, batch_nb):\n",
" return self.step(batch, batch_nb, name=\"train\")\n",
"\n",
" def validation_step(self, batch, batch_idx):\n",
" return self.step(batch, batch_idx, name=\"val\")\n",
" \n",
" def test_step(self, batch, batch_idx):\n",
" return self.step(batch, batch_idx, name=\"test\")\n",
"\n",
" def configure_optimizers(self):\n",
" return torch.optim.Adam(self.parameters(), lr=self.learning_rate)\n",
"\n",
" def train_dataloader(self):\n",
" return torch.utils.data.DataLoader(train_ds, batch_size=self.batch_size, shuffle=True)\n",
"\n",
" def val_dataloader(self):\n",
" return torch.utils.data.DataLoader(val_ds, batch_size=self.batch_size)\n",
"\n",
"\n",
" def test_dataloader(self):\n",
" return torch.utils.data.DataLoader(test_ds, batch_size=self.batch_size)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "81e96c38-6db9-4513-941e-dae059697cc0",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"DiceModel(\n",
" (model): Sequential(\n",
" (0): Conv2d(1, 24, kernel_size=(7, 7), stride=(1, 1))\n",
" (1): LeakyReLU(negative_slope=0.032)\n",
" (2): MaxPool2d(kernel_size=2, stride=2, padding=0, dilation=1, ceil_mode=False)\n",
" (3): Conv2d(24, 48, kernel_size=(3, 3), stride=(1, 1))\n",
" (4): LeakyReLU(negative_slope=0.032)\n",
" (5): MaxPool2d(kernel_size=3, stride=2, padding=0, dilation=1, ceil_mode=False)\n",
" (6): Conv2d(48, 96, kernel_size=(3, 3), stride=(1, 1))\n",
" (7): LeakyReLU(negative_slope=0.032)\n",
" (8): MaxPool2d(kernel_size=2, stride=2, padding=0, dilation=1, ceil_mode=False)\n",
" (9): Conv2d(96, 192, kernel_size=(2, 2), stride=(1, 1))\n",
" (10): LeakyReLU(negative_slope=0.032)\n",
" (11): MaxPool2d(kernel_size=2, stride=1, padding=0, dilation=1, ceil_mode=False)\n",
" (12): Conv2d(192, 384, kernel_size=(2, 2), stride=(1, 1))\n",
" (13): LeakyReLU(negative_slope=0.032)\n",
" (14): MaxPool2d(kernel_size=2, stride=1, padding=0, dilation=1, ceil_mode=False)\n",
" (15): Dropout(p=0.6, inplace=False)\n",
" (16): Flatten(start_dim=1, end_dim=-1)\n",
" (17): Linear(in_features=384, out_features=384, bias=True)\n",
" (18): ReLU()\n",
" (19): Linear(in_features=384, out_features=6, bias=True)\n",
" )\n",
" (loss): CrossEntropyLoss()\n",
" (train_acc): Accuracy()\n",
" (valid_acc): Accuracy()\n",
")"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"model = DiceModel(learning_rate=1e-3, batch_size=64, leaky=0.032, dropout=0.6)\n",
"model"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "fcb5a499-01a9-49e2-b8bd-c0b56d4c51b1",
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"_ = model.forward(next(iter(train_dataloader))[0])"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "bf7215bc-fe86-42b5-a514-ce9692120650",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"\u001b[34m\u001b[1mwandb\u001b[0m: wandb version 0.12.11 is available! To upgrade, please run:\n",
"\u001b[34m\u001b[1mwandb\u001b[0m: $ pip install wandb --upgrade\n"
]
},
{
"data": {
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"source": [
"wandb_logger = lightning.loggers.WandbLogger(project=\"workshop-p3--D1C3\")\n",
"wandb_logger.watch(model)\n",
"trainer = lightning.Trainer(gpus=1, max_epochs=100, logger=wandb_logger, log_every_n_steps=10)\n",
"trainer.fit(model)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "2cd44b93-f5d2-4bf4-8a30-be29424cc5e1",
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{
"name": "stderr",
"output_type": "stream",
"text": [
"Restoring states from the checkpoint path at /home/christian/Projects/MLUGS/ws3_dice/workshop-p3--D1C3/aqxppclg/checkpoints/epoch=99-step=399.ckpt\n",
"LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n",
"Loaded model weights from checkpoint at /home/christian/Projects/MLUGS/ws3_dice/workshop-p3--D1C3/aqxppclg/checkpoints/epoch=99-step=399.ckpt\n",
"/home/christian/.local/lib/python3.9/site-packages/pytorch_lightning/trainer/data_loading.py:132: UserWarning: The dataloader, test_dataloader 0, does not have many workers which may be a bottleneck. Consider increasing the value of the `num_workers` argument` (try 8 which is the number of cpus on this machine) in the `DataLoader` init to improve performance.\n",
" rank_zero_warn(\n"
]
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"text/plain": [
"Testing: 0it [00:00, ?it/s]"
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{
"name": "stdout",
"output_type": "stream",
"text": [
"--------------------------------------------------------------------------------\n",
"DATALOADER:0 TEST RESULTS\n",
"{'test/acc': 0.9739130139350891, 'test/loss': 0.1493723839521408}\n",
"--------------------------------------------------------------------------------\n"
]
},
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],
"source": [
"trainer.test(ckpt_path='best')"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "16a30cc8-55da-4840-9e23-c5dc42c2afc1",
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{
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"<style>\n",
" table.wandb td:nth-child(1) { padding: 0 10px; text-align: right }\n",
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" .wandb-col { display: flex; flex-direction: column; flex-basis: 100%; flex: 1; padding: 10px; }\n",
" </style>\n",
"<div class=\"wandb-row\"><div class=\"wandb-col\">\n",
"<h3>Run history:</h3><br/><table class=\"wandb\"><tr><td>epoch</td><td>▁▁▁▁▂▂▂▂▂▃▃▃▃▃▃▄▄▄▄▄▅▅▅▅▅▅▆▆▆▆▆▇▇▇▇▇▇███</td></tr><tr><td>test/acc</td><td>▁</td></tr><tr><td>test/loss</td><td>▁</td></tr><tr><td>train/acc</td><td>▁▁▂▁▂▂▄▃▃▃▅▅▅▄▅▆▄▅▅▅▅▆▆▆▇▇▇▇▇█▇█▇███▇█▇▇</td></tr><tr><td>train/loss</td><td>████▆▆▅▅▅▅▅▄▄▄▄▄▄▃▄▄▃▃▃▃▂▂▂▂▂▂▂▂▂▁▁▁▁▂▁▁</td></tr><tr><td>trainer/global_step</td><td>▁▁▁▁▂▂▂▂▂▃▃▃▃▃▃▄▄▄▄▄▅▅▅▅▅▅▆▆▆▆▆▇▇▇▇▇▇███</td></tr><tr><td>val/acc</td><td>▁▁▁▂▃▂▃▃▃▄▄▅▅▆▆▅▆▆▇▆▇▆▆▆▇▇▇▇▇▇▇▇▇█▇▇▇█▇█</td></tr><tr><td>val/loss</td><td>███▇▆▆▆▅▆▅▅▄▄▄▃▅▄▃▃▃▂▃▄▃▃▂▂▂▂▂▂▂▂▁▁▂▂▂▂▁</td></tr></table><br/></div><div class=\"wandb-col\">\n",
"<h3>Run summary:</h3><br/><table class=\"wandb\"><tr><td>epoch</td><td>100</td></tr><tr><td>test/acc</td><td>0.97391</td></tr><tr><td>test/loss</td><td>0.14937</td></tr><tr><td>train/acc</td><td>0.87719</td></tr><tr><td>train/loss</td><td>0.20981</td></tr><tr><td>trainer/global_step</td><td>400</td></tr><tr><td>val/acc</td><td>0.8785</td></tr><tr><td>val/loss</td><td>0.26258</td></tr></table>\n",
"</div></div>\n",
"Synced 5 W&B file(s), 1 media file(s), 0 artifact file(s) and 0 other file(s)\n",
"<br/>Synced <strong style=\"color:#cdcd00\">olive-disco-90</strong>: <a href=\"https://wandb.ai/devpanda/workshop-p3--D1C3/runs/aqxppclg\" target=\"_blank\">https://wandb.ai/devpanda/workshop-p3--D1C3/runs/aqxppclg</a><br/>\n",
"Find logs at: <code>./wandb/run-20220329_145929-aqxppclg/logs</code><br/>\n"
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],
"source": [
"classes = ['1', '2', '3', '4', '5', '6']\n",
"classes"
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "7b670575-f517-4801-ab5d-f93e64237b2f",
"metadata": {},
"outputs": [],
"source": [
"def matplotlib_imshow(img, one_channel=False):\n",
" if one_channel:\n",
" img = img.mean(dim=0)\n",
" img = img / 2 + 0.5 # unnormalize\n",
" npimg = img.numpy()\n",
" if one_channel:\n",
" plt.imshow(npimg, cmap=\"Greys\")\n",
" else:\n",
" plt.imshow(np.transpose(npimg, (1, 2, 0)))\n",
" \n",
"def images_to_probs(net, images):\n",
" '''\n",
" Generates predictions and corresponding probabilities from a trained\n",
" network and a list of images\n",
" '''\n",
" output = net(images)\n",
" # convert output probabilities to predicted class\n",
" _, preds_tensor = torch.max(output, 1)\n",
" preds = np.squeeze(preds_tensor.numpy())\n",
" return preds, [F.softmax(el, dim=0)[i].item() for i, el in zip(preds, output)]\n",
"\n",
"def plot_classes_preds(net, images, labels, rows, cols):\n",
" '''\n",
" Generates matplotlib Figure using a trained network, along with images\n",
" and labels from a batch, that shows the network's top prediction along\n",
" with its probability, alongside the actual label, coloring this\n",
" information based on whether the prediction was correct or not.\n",
" Uses the \"images_to_probs\" function.\n",
" '''\n",
" preds, probs = images_to_probs(net, images)\n",
" # plot the images in the batch, along with predicted and true labels\n",
" fig = plt.figure(figsize=(10, 10))\n",
" for idx in np.arange(min([len(images), rows*cols])):\n",
" ax = fig.add_subplot(rows, cols, idx+1, xticks=[], yticks=[])\n",
" matplotlib_imshow(images[idx], one_channel=True)\n",
" ax.set_title(\"{0}, {1:.1f}%\\n(label: {2})\".format(\n",
" classes[preds[idx]],\n",
" probs[idx] * 100.0,\n",
" classes[labels[idx]]),\n",
" color=(\"green\" if preds[idx]==labels[idx].item() else \"red\"))\n",
" #return fig"
]
},
{
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