{"cells": [{"cell_type": "markdown", "id": "d8ba6a1e", "metadata": {"papermill": {"duration": 0.018331, "end_time": "2023-03-14T16:30:03.464291", "exception": false, "start_time": "2023-03-14T16:30:03.445960", "status": "completed"}, "tags": []}, "source": ["\n", "# Tutorial 13: Self-Supervised Contrastive Learning with SimCLR\n", "\n", "* **Author:** Phillip Lippe\n", "* **License:** CC BY-SA\n", "* **Generated:** 2023-03-14T16:28:29.031195\n", "\n", "In this tutorial, we will take a closer look at self-supervised contrastive learning.\n", "Self-supervised learning, or also sometimes called unsupervised learning, describes the scenario where we have given input data, but no accompanying labels to train in a classical supervised way.\n", "However, this data still contains a lot of information from which we can learn: how are the images different from each other?\n", "What patterns are descriptive for certain images?\n", "Can we cluster the images?\n", "To get an insight into these questions, we will implement a popular, simple contrastive learning method, SimCLR, and apply it to the STL10 dataset.\n", "This notebook is part of a lecture series on Deep Learning at the University of Amsterdam.\n", "The full list of tutorials can be found at https://uvadlc-notebooks.rtfd.io.\n", "\n", "\n", "---\n", "Open in [![Open In Colab](data:image/png;base64,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){height=\"20px\" width=\"117px\"}](https://colab.research.google.com/github/PytorchLightning/lightning-tutorials/blob/publication/.notebooks/course_UvA-DL/13-contrastive-learning.ipynb)\n", "\n", "Give us a \u2b50 [on Github](https://www.github.com/Lightning-AI/lightning/)\n", "| Check out [the documentation](https://pytorch-lightning.readthedocs.io/en/stable/)\n", "| Join us [on Slack](https://www.pytorchlightning.ai/community)"]}, {"cell_type": "markdown", "id": "4d4b9328", "metadata": {"papermill": {"duration": 0.012168, "end_time": "2023-03-14T16:30:03.487815", "exception": false, "start_time": "2023-03-14T16:30:03.475647", "status": "completed"}, "tags": []}, "source": ["## Setup\n", "This notebook requires some packages besides pytorch-lightning."]}, {"cell_type": "code", "execution_count": 1, "id": "77c825b4", "metadata": {"colab": {}, "colab_type": "code", "execution": {"iopub.execute_input": "2023-03-14T16:30:03.544045Z", "iopub.status.busy": "2023-03-14T16:30:03.543683Z", "iopub.status.idle": "2023-03-14T16:30:06.843558Z", "shell.execute_reply": "2023-03-14T16:30:06.842189Z"}, "id": "LfrJLKPFyhsK", "lines_to_next_cell": 0, "papermill": {"duration": 3.316274, "end_time": "2023-03-14T16:30:06.847061", "exception": false, "start_time": "2023-03-14T16:30:03.530787", "status": "completed"}, "tags": []}, "outputs": [{"name": "stdout", "output_type": "stream", "text": ["\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager. It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv\u001b[0m\u001b[33m\r\n", "\u001b[0m"]}], "source": ["! pip install --quiet \"ipython[notebook]>=8.0.0, <8.12.0\" \"torchmetrics>=0.7, <0.12\" \"seaborn\" \"torchvision\" \"setuptools==67.4.0\" \"matplotlib\" \"lightning>=2.0.0rc0\" \"torch>=1.8.1, <1.14.0\" \"pytorch-lightning>=1.4, <2.0.0\""]}, {"cell_type": "markdown", "id": "787d2fad", "metadata": {"papermill": {"duration": 0.011187, "end_time": "2023-03-14T16:30:06.875314", "exception": false, "start_time": "2023-03-14T16:30:06.864127", "status": "completed"}, "tags": []}, "source": ["
\n", "Methods for self-supervised learning try to learn as much as possible from the data alone, so it can quickly be finetuned for a specific classification task.\n", "The benefit of self-supervised learning is that a large dataset can often easily be obtained.\n", "For instance, if we want to train a vision model on semantic segmentation for autonomous driving, we can collect large amounts of data by simply installing a camera in a car, and driving through a city for an hour.\n", "In contrast, if we would want to do supervised learning, we would have to manually label all those images before training a model.\n", "This is extremely expensive, and would likely take a couple of months to manually label the same amount of data.\n", "Further, self-supervised learning can provide an alternative to transfer learning from models pretrained on ImageNet since we could pretrain a model on a specific dataset/situation, e.g. traffic scenarios for autonomous driving.\n", "\n", "Within the last two years, a lot of new approaches have been proposed for self-supervised learning, in particular for images, that have resulted in great improvements over supervised models when few labels are available.\n", "The subfield that we will focus on in this tutorial is contrastive learning.\n", "Contrastive learning is motivated by the question mentioned above: how are images different from each other?\n", "Specifically, contrastive learning methods train a model to cluster an image and its slightly augmented version in latent space, while the distance to other images should be maximized.\n", "A very recent and simple method for this is [SimCLR](https://arxiv.org/abs/2006.10029), which is visualized below (figure credit - [Ting Chen et al. ](https://simclr.github.io/)).\n", "\n", "
![simclr contrastive learning](data:image/png;base64,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\n", "\n", "The general setup is that we are given a dataset of images without any labels, and want to train a model on this data such that it can quickly adapt to any image recognition task afterward.\n", "During each training iteration, we sample a batch of images as usual.\n", "For each image, we create two versions by applying data augmentation techniques like cropping, Gaussian noise, blurring, etc.\n", "An example of such is shown on the left with the image of the dog.\n", "We will go into the details and effects of the chosen augmentation techniques later.\n", "On those images, we apply a CNN like ResNet and obtain as output a 1D feature vector on which we apply a small MLP.\n", "The output features of the two augmented images are then trained to be close to each other, while all other images in that batch should be as different as possible.\n", "This way, the model has to learn to recognize the content of the image that remains unchanged under the data augmentations, such as objects which we usually care about in supervised tasks.\n", "\n", "We will now implement this framework ourselves and discuss further details along the way.\n", "Let's first start with importing our standard libraries below:"]}, {"cell_type": "code", "execution_count": 2, "id": "979b6759", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:30:06.899524Z", "iopub.status.busy": "2023-03-14T16:30:06.899125Z", "iopub.status.idle": "2023-03-14T16:30:10.208909Z", "shell.execute_reply": "2023-03-14T16:30:10.207877Z"}, "papermill": {"duration": 3.324039, "end_time": "2023-03-14T16:30:10.210442", "exception": false, "start_time": "2023-03-14T16:30:06.886403", "status": "completed"}, "tags": []}, "outputs": [{"name": "stderr", "output_type": "stream", "text": ["Global seed set to 42\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Device: cuda:0\n", "Number of workers: 64\n"]}, {"data": {"text/plain": ["
"]}, "metadata": {}, "output_type": "display_data"}], "source": ["import os\n", "import urllib.request\n", "from copy import deepcopy\n", "from urllib.error import HTTPError\n", "\n", "import lightning as L\n", "import matplotlib\n", "import matplotlib.pyplot as plt\n", "import matplotlib_inline.backend_inline\n", "import seaborn as sns\n", "import torch\n", "import torch.nn as nn\n", "import torch.nn.functional as F\n", "import torch.optim as optim\n", "import torch.utils.data as data\n", "import torchvision\n", "from lightning.pytorch.callbacks import LearningRateMonitor, ModelCheckpoint\n", "from torchvision import transforms\n", "from torchvision.datasets import STL10\n", "from tqdm.notebook import tqdm\n", "\n", "plt.set_cmap(\"cividis\")\n", "%matplotlib inline\n", "matplotlib_inline.backend_inline.set_matplotlib_formats(\"svg\", \"pdf\") # For export\n", "matplotlib.rcParams[\"lines.linewidth\"] = 2.0\n", "sns.set()\n", "\n", "# Import tensorboard\n", "%load_ext tensorboard\n", "\n", "# Path to the folder where the datasets are/should be downloaded (e.g. CIFAR10)\n", "DATASET_PATH = os.environ.get(\"PATH_DATASETS\", \"data/\")\n", "# Path to the folder where the pretrained models are saved\n", "CHECKPOINT_PATH = os.environ.get(\"PATH_CHECKPOINT\", \"saved_models/ContrastiveLearning/\")\n", "# In this notebook, we use data loaders with heavier computational processing. It is recommended to use as many\n", "# workers as possible in a data loader, which corresponds to the number of CPU cores\n", "NUM_WORKERS = os.cpu_count()\n", "\n", "# Setting the seed\n", "L.seed_everything(42)\n", "\n", "# Ensure that all operations are deterministic on GPU (if used) for reproducibility\n", "torch.backends.cudnn.determinstic = True\n", "torch.backends.cudnn.benchmark = False\n", "\n", "device = torch.device(\"cuda:0\") if torch.cuda.is_available() else torch.device(\"cpu\")\n", "print(\"Device:\", device)\n", "print(\"Number of workers:\", NUM_WORKERS)"]}, {"cell_type": "markdown", "id": "fb7a7bfa", "metadata": {"papermill": {"duration": 0.011473, "end_time": "2023-03-14T16:30:10.234242", "exception": false, "start_time": "2023-03-14T16:30:10.222769", "status": "completed"}, "tags": []}, "source": ["As in many tutorials before, we provide pre-trained models.\n", "Note that those models are slightly larger as normal (~100MB overall) since we use the default ResNet-18 architecture.\n", "If you are running this notebook locally, make sure to have sufficient disk space available."]}, {"cell_type": "code", "execution_count": 3, "id": "73a4609a", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:30:10.259283Z", "iopub.status.busy": "2023-03-14T16:30:10.258531Z", "iopub.status.idle": "2023-03-14T16:30:14.969799Z", "shell.execute_reply": "2023-03-14T16:30:14.968407Z"}, "papermill": {"duration": 4.726886, "end_time": "2023-03-14T16:30:14.972502", "exception": false, "start_time": "2023-03-14T16:30:10.245616", "status": "completed"}, "tags": []}, "outputs": [{"name": "stdout", "output_type": "stream", "text": ["Downloading https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/SimCLR.ckpt...\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Downloading https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/ResNet.ckpt...\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Downloading https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/tensorboards/SimCLR/events.out.tfevents.SimCLR...\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Downloading https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/tensorboards/classification/ResNet/events.out.tfevents.ResNet...\n", "Downloading https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/LogisticRegression_10.ckpt...\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Downloading https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/LogisticRegression_20.ckpt...\n", "Downloading https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/LogisticRegression_50.ckpt...\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Downloading https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/LogisticRegression_100.ckpt...\n", "Downloading https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/LogisticRegression_200.ckpt...\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Downloading https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/LogisticRegression_500.ckpt...\n"]}], "source": ["# Github URL where saved models are stored for this tutorial\n", "base_url = \"https://raw.githubusercontent.com/phlippe/saved_models/main/tutorial17/\"\n", "# Files to download\n", "pretrained_files = [\n", " \"SimCLR.ckpt\",\n", " \"ResNet.ckpt\",\n", " \"tensorboards/SimCLR/events.out.tfevents.SimCLR\",\n", " \"tensorboards/classification/ResNet/events.out.tfevents.ResNet\",\n", "]\n", "pretrained_files += [f\"LogisticRegression_{size}.ckpt\" for size in [10, 20, 50, 100, 200, 500]]\n", "# Create checkpoint path if it doesn't exist yet\n", "os.makedirs(CHECKPOINT_PATH, exist_ok=True)\n", "\n", "# For each file, check whether it already exists. If not, try downloading it.\n", "for file_name in pretrained_files:\n", " file_path = os.path.join(CHECKPOINT_PATH, file_name)\n", " if \"/\" in file_name:\n", " os.makedirs(file_path.rsplit(\"/\", 1)[0], exist_ok=True)\n", " if not os.path.isfile(file_path):\n", " file_url = base_url + file_name\n", " print(f\"Downloading {file_url}...\")\n", " try:\n", " urllib.request.urlretrieve(file_url, file_path)\n", " except HTTPError as e:\n", " print(\n", " \"Something went wrong. Please try to download the file from the GDrive folder, or contact the author with the full output including the following error:\\n\",\n", " e,\n", " )"]}, {"cell_type": "markdown", "id": "4438e998", "metadata": {"papermill": {"duration": 0.011733, "end_time": "2023-03-14T16:30:15.000836", "exception": false, "start_time": "2023-03-14T16:30:14.989103", "status": "completed"}, "tags": []}, "source": ["## SimCLR\n", "\n", "We will start our exploration of contrastive learning by discussing the effect of different data augmentation techniques, and how we can implement an efficient data loader for such.\n", "Next, we implement SimCLR with PyTorch Lightning, and finally train it on a large, unlabeled dataset."]}, {"cell_type": "markdown", "id": "03954ff6", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.011708, "end_time": "2023-03-14T16:30:15.024227", "exception": false, "start_time": "2023-03-14T16:30:15.012519", "status": "completed"}, "tags": []}, "source": ["### Data Augmentation for Contrastive Learning\n", "\n", "To allow efficient training, we need to prepare the data loading such that we sample two different, random augmentations for each image in the batch.\n", "The easiest way to do this is by creating a transformation that, when being called, applies a set of data augmentations to an image twice.\n", "This is implemented in the class `ContrastiveTransformations` below:"]}, {"cell_type": "code", "execution_count": 4, "id": "04fa3abc", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:30:15.049654Z", "iopub.status.busy": "2023-03-14T16:30:15.049213Z", "iopub.status.idle": "2023-03-14T16:30:15.056829Z", "shell.execute_reply": "2023-03-14T16:30:15.055826Z"}, "papermill": {"duration": 0.023289, "end_time": "2023-03-14T16:30:15.059153", "exception": false, "start_time": "2023-03-14T16:30:15.035864", "status": "completed"}, "tags": []}, "outputs": [], "source": ["class ContrastiveTransformations:\n", " def __init__(self, base_transforms, n_views=2):\n", " self.base_transforms = base_transforms\n", " self.n_views = n_views\n", "\n", " def __call__(self, x):\n", " return [self.base_transforms(x) for i in range(self.n_views)]"]}, {"cell_type": "markdown", "id": "9865de3c", "metadata": {"papermill": {"duration": 0.01361, "end_time": "2023-03-14T16:30:15.089696", "exception": false, "start_time": "2023-03-14T16:30:15.076086", "status": "completed"}, "tags": []}, "source": ["The contrastive learning framework can easily be extended to have more _positive_ examples by sampling more than two augmentations of the same image.\n", "However, the most efficient training is usually obtained by using only two.\n", "\n", "Next, we can look at the specific augmentations we want to apply.\n", "The choice of the data augmentation to use is the most crucial hyperparameter in SimCLR since it directly affects how the latent space is structured, and what patterns might be learned from the data.\n", "Let's first take a look at some of the most popular data augmentations (figure credit - [Ting Chen and Geoffrey Hinton](https://ai.googleblog.com/2020/04/advancing-self-supervised-and-semi.html)):\n", "\n", "
\n", "\n", "All of them can be used, but it turns out that two augmentations stand out in their importance: crop-and-resize, and color distortion.\n", "Interestingly, however, they only lead to strong performance if they have been used together as discussed by [Ting Chen et al. ](https://arxiv.org/abs/2006.10029) in their SimCLR paper.\n", "When performing randomly cropping and resizing, we can distinguish between two situations: (a) cropped image A provides a local view of cropped image B, or (b) cropped images C and D show neighboring views of the same image (figure credit - [Ting Chen and Geoffrey Hinton](https://ai.googleblog.com/2020/04/advancing-self-supervised-and-semi.html)).\n", "\n", "
\n", "\n", "While situation (a) requires the model to learn some sort of scale invariance to make crops A and B similar in latent space, situation (b) is more challenging since the model needs to recognize an object beyond its limited view.\n", "However, without color distortion, there is a loophole that the model can exploit, namely that different crops of the same image usually look very similar in color space.\n", "Consider the picture of the dog above.\n", "Simply from the color of the fur and the green color tone of the background, you can reason that two patches belong to the same image without actually recognizing the dog in the picture.\n", "In this case, the model might end up focusing only on the color histograms of the images, and ignore other more generalizable features.\n", "If, however, we distort the colors in the two patches randomly and independently of each other, the model cannot rely on this simple feature anymore.\n", "Hence, by combining random cropping and color distortions, the model can only match two patches by learning generalizable representations.\n", "\n", "Overall, for our experiments, we apply a set of 5 transformations following the original SimCLR setup: random horizontal flip, crop-and-resize, color distortion, random grayscale, and gaussian blur.\n", "In comparison to the [original implementation](https://github.com/google-research/simclr), we reduce the effect of the color jitter slightly (0.5 instead of 0.8 for brightness, contrast, and saturation, and 0.1 instead of 0.2 for hue).\n", "In our experiments, this setting obtained better performance and was faster and more stable to train.\n", "If, for instance, the brightness scale highly varies in a dataset, the\n", "original settings can be more beneficial since the model can't rely on\n", "this information anymore to distinguish between images."]}, {"cell_type": "code", "execution_count": 5, "id": "dc0d4496", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:30:15.115368Z", "iopub.status.busy": "2023-03-14T16:30:15.114913Z", "iopub.status.idle": "2023-03-14T16:30:15.121609Z", "shell.execute_reply": "2023-03-14T16:30:15.120777Z"}, "papermill": {"duration": 0.02116, "end_time": "2023-03-14T16:30:15.123044", "exception": false, "start_time": "2023-03-14T16:30:15.101884", "status": "completed"}, "tags": []}, "outputs": [], "source": ["contrast_transforms = transforms.Compose(\n", " [\n", " transforms.RandomHorizontalFlip(),\n", " transforms.RandomResizedCrop(size=96),\n", " transforms.RandomApply([transforms.ColorJitter(brightness=0.5, contrast=0.5, saturation=0.5, hue=0.1)], p=0.8),\n", " transforms.RandomGrayscale(p=0.2),\n", " transforms.GaussianBlur(kernel_size=9),\n", " transforms.ToTensor(),\n", " transforms.Normalize((0.5,), (0.5,)),\n", " ]\n", ")"]}, {"cell_type": "markdown", "id": "9eadbe5b", "metadata": {"papermill": {"duration": 0.01184, "end_time": "2023-03-14T16:30:15.152034", "exception": false, "start_time": "2023-03-14T16:30:15.140194", "status": "completed"}, "tags": []}, "source": ["After discussing the data augmentation techniques, we can now focus on the dataset.\n", "In this tutorial, we will use the [STL10 dataset](https://cs.stanford.edu/~acoates/stl10/), which, similarly to CIFAR10, contains images of 10 classes: airplane, bird, car, cat, deer, dog, horse, monkey, ship, truck.\n", "However, the images have a higher resolution, namely $96\\times 96$ pixels, and we are only provided with 500 labeled images per class.\n", "Additionally, we have a much larger set of $100,000$ unlabeled images which are similar to the training images but are sampled from a wider range of animals and vehicles.\n", "This makes the dataset ideal to showcase the benefits that self-supervised learning offers.\n", "\n", "Luckily, the STL10 dataset is provided through torchvision.\n", "Keep in mind, however, that since this dataset is relatively large and has a considerably higher resolution than CIFAR10, it requires more disk space (~3GB) and takes a bit of time to download.\n", "For our initial discussion of self-supervised learning and SimCLR, we\n", "will create two data loaders with our contrastive transformations above:\n", "the `unlabeled_data` will be used to train our model via contrastive\n", "learning, and `train_data_contrast` will be used as a validation set in\n", "contrastive learning."]}, {"cell_type": "code", "execution_count": 6, "id": "f6e52644", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:30:15.177362Z", "iopub.status.busy": "2023-03-14T16:30:15.176999Z", "iopub.status.idle": "2023-03-14T16:42:24.224689Z", "shell.execute_reply": "2023-03-14T16:42:24.222780Z"}, "papermill": {"duration": 729.079524, "end_time": "2023-03-14T16:42:24.243509", "exception": false, "start_time": "2023-03-14T16:30:15.163985", "status": "completed"}, "tags": []}, "outputs": [{"name": "stdout", "output_type": "stream", "text": ["Downloading http://ai.stanford.edu/~acoates/stl10/stl10_binary.tar.gz to /__w/14/s/.datasets/stl10_binary.tar.gz\n"]}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "6c214464531a48c38a4cf8c9e528cb59", "version_major": 2, "version_minor": 0}, "text/plain": [" 0%| | 0/2640397119 [00:00\n", "\n", "\n", " \n", " \n", " \n", " \n", " 2023-03-14T16:42:24.541413\n", " image/svg+xml\n", " \n", " \n", " Matplotlib v3.7.1, https://matplotlib.org/\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", 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"]}, "metadata": {}, "output_type": "display_data"}], "source": ["# Visualize some examples\n", "L.seed_everything(42)\n", "NUM_IMAGES = 6\n", "imgs = torch.stack([img for idx in range(NUM_IMAGES) for img in unlabeled_data[idx][0]], dim=0)\n", "img_grid = torchvision.utils.make_grid(imgs, nrow=6, normalize=True, pad_value=0.9)\n", "img_grid = img_grid.permute(1, 2, 0)\n", "\n", "plt.figure(figsize=(10, 5))\n", "plt.title(\"Augmented image examples of the STL10 dataset\")\n", "plt.imshow(img_grid)\n", "plt.axis(\"off\")\n", "plt.show()\n", "plt.close()"]}, {"cell_type": "markdown", "id": "024547cb", "metadata": {"papermill": {"duration": 0.018472, "end_time": "2023-03-14T16:42:24.969320", "exception": false, "start_time": "2023-03-14T16:42:24.950848", "status": "completed"}, "tags": []}, "source": ["We see the wide variety of our data augmentation, including randomly cropping, grayscaling, gaussian blur, and color distortion.\n", "Thus, it remains a challenging task for the model to match two, independently augmented patches of the same image."]}, {"cell_type": "markdown", "id": "9f326103", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.017967, "end_time": "2023-03-14T16:42:25.005426", "exception": false, "start_time": "2023-03-14T16:42:24.987459", "status": "completed"}, "tags": []}, "source": ["### SimCLR implementation\n", "\n", "Using the data loader pipeline above, we can now implement SimCLR.\n", "At each iteration, we get for every image $x$ two differently augmented versions, which we refer to as $\\tilde{x}_i$ and $\\tilde{x}_j$.\n", "Both of these images are encoded into a one-dimensional feature vector, between which we want to maximize similarity which minimizes it to all other images in the batch.\n", "The encoder network is split into two parts: a base encoder network $f(\\cdot)$, and a projection head $g(\\cdot)$.\n", "The base network is usually a deep CNN as we have seen in e.g. [Tutorial 5](https://uvadlc-notebooks.readthedocs.io/en/latest/tutorial_notebooks/tutorial5/Inception_ResNet_DenseNet.html) before, and is responsible for extracting a representation vector from the augmented data examples.\n", "In our experiments, we will use the common ResNet-18 architecture as $f(\\cdot)$, and refer to the output as $f(\\tilde{x}_i)=h_i$.\n", "The projection head $g(\\cdot)$ maps the representation $h$ into a space where we apply the contrastive loss, i.e., compare similarities between vectors.\n", "It is often chosen to be a small MLP with non-linearities, and for simplicity, we follow the original SimCLR paper setup by defining it as a two-layer MLP with ReLU activation in the hidden layer.\n", "Note that in the follow-up paper, [SimCLRv2](https://arxiv.org/abs/2006.10029), the authors mention that larger/wider MLPs can boost the performance considerably.\n", "This is why we apply an MLP with four times larger hidden dimensions, but deeper MLPs showed to overfit on the given dataset.\n", "The general setup is visualized below (figure credit - [Ting Chen et al. ](https://arxiv.org/abs/2006.10029)):\n", "\n", "
\n", "\n", "After finishing the training with contrastive learning, we will remove the projection head $g(\\cdot)$, and use $f(\\cdot)$ as a pretrained feature extractor.\n", "The representations $z$ that come out of the projection head $g(\\cdot)$ have been shown to perform worse than those of the base network $f(\\cdot)$ when finetuning the network for a new task.\n", "This is likely because the representations $z$ are trained to become invariant to many features like the color that can be important for downstream tasks.\n", "Thus, $g(\\cdot)$ is only needed for the contrastive learning stage.\n", "\n", "Now that the architecture is described, let's take a closer look at how we train the model.\n", "As mentioned before, we want to maximize the similarity between the representations of the two augmented versions of the same image, i.e., $z_i$ and $z_j$ in the figure above, while minimizing it to all other examples in the batch.\n", "SimCLR thereby applies the InfoNCE loss, originally proposed by [Aaron van den Oord et al. ](https://arxiv.org/abs/1807.03748) for contrastive learning.\n", "In short, the InfoNCE loss compares the similarity of $z_i$ and $z_j$ to the similarity of $z_i$ to any other representation in the batch by performing a softmax over the similarity values.\n", "The loss can be formally written as:\n", "$$\n", "\\ell_{i,j}=-\\log \\frac{\\exp(\\text{sim}(z_i,z_j)/\\tau)}{\\sum_{k=1}^{2N}\\mathbb{1}_{[k\\neq i]}\\exp(\\text{sim}(z_i,z_k)/\\tau)}=-\\text{sim}(z_i,z_j)/\\tau+\\log\\left[\\sum_{k=1}^{2N}\\mathbb{1}_{[k\\neq i]}\\exp(\\text{sim}(z_i,z_k)/\\tau)\\right]\n", "$$\n", "The function $\\text{sim}$ is a similarity metric, and the hyperparameter $\\tau$ is called temperature determining how peaked the distribution is.\n", "Since many similarity metrics are bounded, the temperature parameter allows us to balance the influence of many dissimilar image patches versus one similar patch.\n", "The similarity metric that is used in SimCLR is cosine similarity, as defined below:\n", "$$\n", "\\text{sim}(z_i,z_j) = \\frac{z_i^\\top \\cdot z_j}{||z_i||\\cdot||z_j||}\n", "$$\n", "The maximum cosine similarity possible is $1$, while the minimum is $-1$.\n", "In general, we will see that the features of two different images will converge to a cosine similarity around zero since the minimum, $-1$, would require $z_i$ and $z_j$ to be in the exact opposite direction in all feature dimensions, which does not allow for great flexibility.\n", "\n", "Finally, now that we have discussed all details, let's implement SimCLR below as a PyTorch Lightning module:"]}, {"cell_type": "code", "execution_count": 8, "id": "65d1d07f", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:42:25.042751Z", "iopub.status.busy": "2023-03-14T16:42:25.042549Z", "iopub.status.idle": "2023-03-14T16:42:25.054240Z", "shell.execute_reply": "2023-03-14T16:42:25.053609Z"}, "lines_to_next_cell": 2, "papermill": {"duration": 0.032418, "end_time": "2023-03-14T16:42:25.055828", "exception": false, "start_time": "2023-03-14T16:42:25.023410", "status": "completed"}, "tags": []}, "outputs": [], "source": ["class SimCLR(L.LightningModule):\n", " def __init__(self, hidden_dim, lr, temperature, weight_decay, max_epochs=500):\n", " super().__init__()\n", " self.save_hyperparameters()\n", " assert self.hparams.temperature > 0.0, \"The temperature must be a positive float!\"\n", " # Base model f(.)\n", " self.convnet = torchvision.models.resnet18(\n", " pretrained=False, num_classes=4 * hidden_dim\n", " ) # num_classes is the output size of the last linear layer\n", " # The MLP for g(.) consists of Linear->ReLU->Linear\n", " self.convnet.fc = nn.Sequential(\n", " self.convnet.fc, # Linear(ResNet output, 4*hidden_dim)\n", " nn.ReLU(inplace=True),\n", " nn.Linear(4 * hidden_dim, hidden_dim),\n", " )\n", "\n", " def configure_optimizers(self):\n", " optimizer = optim.AdamW(self.parameters(), lr=self.hparams.lr, weight_decay=self.hparams.weight_decay)\n", " lr_scheduler = optim.lr_scheduler.CosineAnnealingLR(\n", " optimizer, T_max=self.hparams.max_epochs, eta_min=self.hparams.lr / 50\n", " )\n", " return [optimizer], [lr_scheduler]\n", "\n", " def info_nce_loss(self, batch, mode=\"train\"):\n", " imgs, _ = batch\n", " imgs = torch.cat(imgs, dim=0)\n", "\n", " # Encode all images\n", " feats = self.convnet(imgs)\n", " # Calculate cosine similarity\n", " cos_sim = F.cosine_similarity(feats[:, None, :], feats[None, :, :], dim=-1)\n", " # Mask out cosine similarity to itself\n", " self_mask = torch.eye(cos_sim.shape[0], dtype=torch.bool, device=cos_sim.device)\n", " cos_sim.masked_fill_(self_mask, -9e15)\n", " # Find positive example -> batch_size//2 away from the original example\n", " pos_mask = self_mask.roll(shifts=cos_sim.shape[0] // 2, dims=0)\n", " # InfoNCE loss\n", " cos_sim = cos_sim / self.hparams.temperature\n", " nll = -cos_sim[pos_mask] + torch.logsumexp(cos_sim, dim=-1)\n", " nll = nll.mean()\n", "\n", " # Logging loss\n", " self.log(mode + \"_loss\", nll)\n", " # Get ranking position of positive example\n", " comb_sim = torch.cat(\n", " [cos_sim[pos_mask][:, None], cos_sim.masked_fill(pos_mask, -9e15)], # First position positive example\n", " dim=-1,\n", " )\n", " sim_argsort = comb_sim.argsort(dim=-1, descending=True).argmin(dim=-1)\n", " # Logging ranking metrics\n", " self.log(mode + \"_acc_top1\", (sim_argsort == 0).float().mean())\n", " self.log(mode + \"_acc_top5\", (sim_argsort < 5).float().mean())\n", " self.log(mode + \"_acc_mean_pos\", 1 + sim_argsort.float().mean())\n", "\n", " return nll\n", "\n", " def training_step(self, batch, batch_idx):\n", " return self.info_nce_loss(batch, mode=\"train\")\n", "\n", " def validation_step(self, batch, batch_idx):\n", " self.info_nce_loss(batch, mode=\"val\")"]}, {"cell_type": "markdown", "id": "64e1c06e", "metadata": {"papermill": {"duration": 0.017708, "end_time": "2023-03-14T16:42:25.098050", "exception": false, "start_time": "2023-03-14T16:42:25.080342", "status": "completed"}, "tags": []}, "source": ["Alternatively to performing the validation on the contrastive learning loss as well, we could also take a simple, small downstream task, and track the performance of the base network $f(\\cdot)$ on that.\n", "However, in this tutorial, we will restrict ourselves to the STL10\n", "dataset where we use the task of image classification on STL10 as our\n", "test task."]}, {"cell_type": "markdown", "id": "508060a8", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.017351, "end_time": "2023-03-14T16:42:25.133553", "exception": false, "start_time": "2023-03-14T16:42:25.116202", "status": "completed"}, "tags": []}, "source": ["### Training\n", "\n", "Now that we have implemented SimCLR and the data loading pipeline, we are ready to train the model.\n", "We will use the same training function setup as usual.\n", "For saving the best model checkpoint, we track the metric `val_acc_top5`, which describes how often the correct image patch is within the top-5 most similar examples in the batch.\n", "This is usually less noisy than the top-1 metric, making it a better metric to choose the best model from."]}, {"cell_type": "code", "execution_count": 9, "id": "9929af38", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:42:25.169518Z", "iopub.status.busy": "2023-03-14T16:42:25.169344Z", "iopub.status.idle": "2023-03-14T16:42:25.175814Z", "shell.execute_reply": "2023-03-14T16:42:25.175194Z"}, "papermill": {"duration": 0.026319, "end_time": "2023-03-14T16:42:25.177414", "exception": false, "start_time": "2023-03-14T16:42:25.151095", "status": "completed"}, "tags": []}, "outputs": [], "source": ["def train_simclr(batch_size, max_epochs=500, **kwargs):\n", " trainer = L.Trainer(\n", " default_root_dir=os.path.join(CHECKPOINT_PATH, \"SimCLR\"),\n", " accelerator=\"auto\",\n", " devices=1,\n", " max_epochs=max_epochs,\n", " callbacks=[\n", " ModelCheckpoint(save_weights_only=True, mode=\"max\", monitor=\"val_acc_top5\"),\n", " LearningRateMonitor(\"epoch\"),\n", " ],\n", " )\n", " trainer.logger._default_hp_metric = None # Optional logging argument that we don't need\n", "\n", " # Check whether pretrained model exists. If yes, load it and skip training\n", " pretrained_filename = os.path.join(CHECKPOINT_PATH, \"SimCLR.ckpt\")\n", " if os.path.isfile(pretrained_filename):\n", " print(f\"Found pretrained model at {pretrained_filename}, loading...\")\n", " # Automatically loads the model with the saved hyperparameters\n", " model = SimCLR.load_from_checkpoint(pretrained_filename)\n", " else:\n", " train_loader = data.DataLoader(\n", " unlabeled_data,\n", " batch_size=batch_size,\n", " shuffle=True,\n", " drop_last=True,\n", " pin_memory=True,\n", " num_workers=NUM_WORKERS,\n", " )\n", " val_loader = data.DataLoader(\n", " train_data_contrast,\n", " batch_size=batch_size,\n", " shuffle=False,\n", " drop_last=False,\n", " pin_memory=True,\n", " num_workers=NUM_WORKERS,\n", " )\n", " L.seed_everything(42) # To be reproducable\n", " model = SimCLR(max_epochs=max_epochs, **kwargs)\n", " trainer.fit(model, train_loader, val_loader)\n", " # Load best checkpoint after training\n", " model = SimCLR.load_from_checkpoint(trainer.checkpoint_callback.best_model_path)\n", "\n", " return model"]}, {"cell_type": "markdown", "id": "e5efffef", "metadata": {"papermill": {"duration": 0.017616, "end_time": "2023-03-14T16:42:25.216781", "exception": false, "start_time": "2023-03-14T16:42:25.199165", "status": "completed"}, "tags": []}, "source": ["A common observation in contrastive learning is that the larger the batch size, the better the models perform.\n", "A larger batch size allows us to compare each image to more negative examples, leading to overall smoother loss gradients.\n", "However, in our case, we experienced that a batch size of 256 was sufficient to get good results."]}, {"cell_type": "code", "execution_count": 10, "id": "b78fed97", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:42:25.253145Z", "iopub.status.busy": "2023-03-14T16:42:25.252888Z", "iopub.status.idle": "2023-03-14T16:42:25.738069Z", "shell.execute_reply": "2023-03-14T16:42:25.737006Z"}, "papermill": {"duration": 0.506283, "end_time": "2023-03-14T16:42:25.740568", "exception": false, "start_time": "2023-03-14T16:42:25.234285", "status": "completed"}, "tags": []}, "outputs": [{"name": "stderr", "output_type": "stream", "text": ["GPU available: True (cuda), used: True\n"]}, {"name": "stderr", "output_type": "stream", "text": ["TPU available: False, using: 0 TPU cores\n"]}, {"name": "stderr", "output_type": "stream", "text": ["IPU available: False, using: 0 IPUs\n"]}, {"name": "stderr", "output_type": "stream", "text": ["HPU available: False, using: 0 HPUs\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Lightning automatically upgraded your loaded checkpoint from v1.3.4 to v2.0.0rc0. To apply the upgrade to your files permanently, run `python -m lightning.pytorch.utilities.upgrade_checkpoint --file saved_models/ContrastiveLearning/SimCLR.ckpt`\n"]}, {"name": "stderr", "output_type": "stream", "text": ["/usr/local/lib/python3.9/dist-packages/torchvision/models/_utils.py:208: UserWarning: The parameter 'pretrained' is deprecated since 0.13 and may be removed in the future, please use 'weights' instead.\n", " warnings.warn(\n", "/usr/local/lib/python3.9/dist-packages/torchvision/models/_utils.py:223: UserWarning: Arguments other than a weight enum or `None` for 'weights' are deprecated since 0.13 and may be removed in the future. The current behavior is equivalent to passing `weights=None`.\n", " warnings.warn(msg)\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Found pretrained model at saved_models/ContrastiveLearning/SimCLR.ckpt, loading...\n"]}], "source": ["simclr_model = train_simclr(\n", " batch_size=256, hidden_dim=128, lr=5e-4, temperature=0.07, weight_decay=1e-4, max_epochs=500\n", ")"]}, {"cell_type": "markdown", "id": "bc4fe6ac", "metadata": {"papermill": {"duration": 0.02314, "end_time": "2023-03-14T16:42:25.787365", "exception": false, "start_time": "2023-03-14T16:42:25.764225", "status": "completed"}, "tags": []}, "source": ["To get an intuition of how training with contrastive learning behaves, we can take a look at the TensorBoard below:"]}, {"cell_type": "code", "execution_count": 11, "id": "49f850bb", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:42:25.830375Z", "iopub.status.busy": "2023-03-14T16:42:25.830165Z", "iopub.status.idle": "2023-03-14T16:42:26.885423Z", "shell.execute_reply": "2023-03-14T16:42:26.884016Z"}, "papermill": {"duration": 1.078457, "end_time": "2023-03-14T16:42:26.888220", "exception": false, "start_time": "2023-03-14T16:42:25.809763", "status": "completed"}, "tags": []}, "outputs": [{"data": {"text/html": ["\n", " \n", " \n", " "], "text/plain": [""]}, "metadata": {}, "output_type": "display_data"}], "source": ["%tensorboard --logdir ../saved_models/tutorial17/tensorboards/SimCLR/"]}, {"cell_type": "markdown", "id": "1168210d", "metadata": {"papermill": {"duration": 0.019185, "end_time": "2023-03-14T16:42:26.929127", "exception": false, "start_time": "2023-03-14T16:42:26.909942", "status": "completed"}, "tags": []}, "source": ["
![tensorboard 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\n", "\n", "One thing to note is that contrastive learning benefits a lot from long training.\n", "The shown plot above is from a training that took approx.\n", "1 day on a NVIDIA TitanRTX.\n", "Training the model for even longer might reduce its loss further, but we did not experience any gains from it for the downstream task on image classification.\n", "In general, contrastive learning can also benefit from using larger models, if sufficient unlabeled data is available."]}, {"cell_type": "markdown", "id": "190a8531", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.018009, "end_time": "2023-03-14T16:42:26.966962", "exception": false, "start_time": "2023-03-14T16:42:26.948953", "status": "completed"}, "tags": []}, "source": ["## Logistic Regression\n", "\n", "
\n", "After we have trained our model via contrastive learning, we can deploy it on downstream tasks and see how well it performs with little data.\n", "A common setup, which also verifies whether the model has learned generalized representations, is to perform Logistic Regression on the features.\n", "In other words, we learn a single, linear layer that maps the representations to a class prediction.\n", "Since the base network $f(\\cdot)$ is not changed during the training process, the model can only perform well if the representations of $h$ describe all features that might be necessary for the task.\n", "Further, we do not have to worry too much about overfitting since we have very few parameters that are trained.\n", "Hence, we might expect that the model can perform well even with very little data.\n", "\n", "First, let's implement a simple Logistic Regression setup for which we assume that the images already have been encoded in their feature vectors.\n", "If very little data is available, it might be beneficial to dynamically encode the images during training so that we can also apply data augmentations.\n", "However, the way we implement it here is much more efficient and can be trained within a few seconds.\n", "Further, using data augmentations did not show any significant gain in this simple setup."]}, {"cell_type": "code", "execution_count": 12, "id": "974f524c", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:42:27.005553Z", "iopub.status.busy": "2023-03-14T16:42:27.005158Z", "iopub.status.idle": "2023-03-14T16:42:27.019689Z", "shell.execute_reply": "2023-03-14T16:42:27.018754Z"}, "papermill": {"duration": 0.036921, "end_time": "2023-03-14T16:42:27.021952", "exception": false, "start_time": "2023-03-14T16:42:26.985031", "status": "completed"}, "tags": []}, "outputs": [], "source": ["class LogisticRegression(L.LightningModule):\n", " def __init__(self, feature_dim, num_classes, lr, weight_decay, max_epochs=100):\n", " super().__init__()\n", " self.save_hyperparameters()\n", " # Mapping from representation h to classes\n", " self.model = nn.Linear(feature_dim, num_classes)\n", "\n", " def configure_optimizers(self):\n", " optimizer = optim.AdamW(self.parameters(), lr=self.hparams.lr, weight_decay=self.hparams.weight_decay)\n", " lr_scheduler = optim.lr_scheduler.MultiStepLR(\n", " optimizer, milestones=[int(self.hparams.max_epochs * 0.6), int(self.hparams.max_epochs * 0.8)], gamma=0.1\n", " )\n", " return [optimizer], [lr_scheduler]\n", "\n", " def _calculate_loss(self, batch, mode=\"train\"):\n", " feats, labels = batch\n", " preds = self.model(feats)\n", " loss = F.cross_entropy(preds, labels)\n", " acc = (preds.argmax(dim=-1) == labels).float().mean()\n", "\n", " self.log(mode + \"_loss\", loss)\n", " self.log(mode + \"_acc\", acc)\n", " return loss\n", "\n", " def training_step(self, batch, batch_idx):\n", " return self._calculate_loss(batch, mode=\"train\")\n", "\n", " def validation_step(self, batch, batch_idx):\n", " self._calculate_loss(batch, mode=\"val\")\n", "\n", " def test_step(self, batch, batch_idx):\n", " self._calculate_loss(batch, mode=\"test\")"]}, {"cell_type": "markdown", "id": "80ddca76", "metadata": {"papermill": {"duration": 0.018051, "end_time": "2023-03-14T16:42:27.063734", "exception": false, "start_time": "2023-03-14T16:42:27.045683", "status": "completed"}, "tags": []}, "source": ["The data we use is the training and test set of STL10.\n", "The training contains 500 images per class, while the test set has 800 images per class."]}, {"cell_type": "code", "execution_count": 13, "id": "56032a1c", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:42:27.101435Z", "iopub.status.busy": "2023-03-14T16:42:27.101069Z", "iopub.status.idle": "2023-03-14T16:42:38.091509Z", "shell.execute_reply": "2023-03-14T16:42:38.089906Z"}, "papermill": {"duration": 11.012423, "end_time": "2023-03-14T16:42:38.094187", "exception": false, "start_time": "2023-03-14T16:42:27.081764", "status": "completed"}, "tags": []}, "outputs": [{"name": "stdout", "output_type": "stream", "text": ["Files already downloaded and verified\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Files already downloaded and verified\n", "Number of training examples: 5000\n", "Number of test examples: 8000\n"]}], "source": ["img_transforms = transforms.Compose([transforms.ToTensor(), transforms.Normalize((0.5,), (0.5,))])\n", "\n", "train_img_data = STL10(root=DATASET_PATH, split=\"train\", download=True, transform=img_transforms)\n", "test_img_data = STL10(root=DATASET_PATH, split=\"test\", download=True, transform=img_transforms)\n", "\n", "print(\"Number of training examples:\", len(train_img_data))\n", "print(\"Number of test examples:\", len(test_img_data))"]}, {"cell_type": "markdown", "id": "8fc7413f", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.025216, "end_time": "2023-03-14T16:42:38.141873", "exception": false, "start_time": "2023-03-14T16:42:38.116657", "status": "completed"}, "tags": []}, "source": ["Next, we implement a small function to encode all images in our datasets.\n", "The output representations are then used as inputs to the Logistic Regression model."]}, {"cell_type": "code", "execution_count": 14, "id": "0418ff89", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:42:38.181580Z", "iopub.status.busy": "2023-03-14T16:42:38.181056Z", "iopub.status.idle": "2023-03-14T16:42:38.194566Z", "shell.execute_reply": "2023-03-14T16:42:38.193477Z"}, "papermill": {"duration": 0.036857, "end_time": "2023-03-14T16:42:38.197050", "exception": false, "start_time": "2023-03-14T16:42:38.160193", "status": "completed"}, "tags": []}, "outputs": [], "source": ["@torch.no_grad()\n", "def prepare_data_features(model, dataset):\n", " # Prepare model\n", " network = deepcopy(model.convnet)\n", " network.fc = nn.Identity() # Removing projection head g(.)\n", " network.eval()\n", " network.to(device)\n", "\n", " # Encode all images\n", " data_loader = data.DataLoader(dataset, batch_size=64, num_workers=NUM_WORKERS, shuffle=False, drop_last=False)\n", " feats, labels = [], []\n", " for batch_imgs, batch_labels in tqdm(data_loader):\n", " batch_imgs = batch_imgs.to(device)\n", " batch_feats = network(batch_imgs)\n", " feats.append(batch_feats.detach().cpu())\n", " labels.append(batch_labels)\n", "\n", " feats = torch.cat(feats, dim=0)\n", " labels = torch.cat(labels, dim=0)\n", "\n", " # Sort images by labels\n", " labels, idxs = labels.sort()\n", " feats = feats[idxs]\n", "\n", " return data.TensorDataset(feats, labels)"]}, {"cell_type": "markdown", "id": "09920606", "metadata": {"papermill": {"duration": 0.018256, "end_time": "2023-03-14T16:42:38.240971", "exception": false, "start_time": "2023-03-14T16:42:38.222715", "status": "completed"}, "tags": []}, "source": ["Let's apply the function to both training and test set below."]}, {"cell_type": "code", "execution_count": 15, "id": "47072448", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:42:38.279007Z", "iopub.status.busy": "2023-03-14T16:42:38.278644Z", "iopub.status.idle": "2023-03-14T16:42:56.770916Z", "shell.execute_reply": "2023-03-14T16:42:56.769573Z"}, "papermill": {"duration": 18.513942, "end_time": "2023-03-14T16:42:56.773149", "exception": false, "start_time": "2023-03-14T16:42:38.259207", "status": "completed"}, "tags": []}, "outputs": [{"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "5fde1f2547174b81809ba1ebea56b1ef", "version_major": 2, "version_minor": 0}, "text/plain": [" 0%| | 0/79 [00:00\n", "\n", "\n", " \n", " \n", " \n", " \n", " 2023-03-14T16:42:58.905703\n", " image/svg+xml\n", " \n", " \n", " Matplotlib v3.7.1, https://matplotlib.org/\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n"], "text/plain": ["
"]}, "metadata": {}, "output_type": "display_data"}, {"name": "stdout", "output_type": "stream", "text": ["Test accuracy for 10 images per label: 62.81%\n", "Test accuracy for 20 images per label: 68.60%\n", "Test accuracy for 50 images per label: 74.44%\n", "Test accuracy for 100 images per label: 77.20%\n", "Test accuracy for 200 images per label: 79.06%\n", "Test accuracy for 500 images per label: 81.33%\n"]}], "source": ["dataset_sizes = sorted(k for k in results)\n", "test_scores = [results[k][\"test\"] for k in dataset_sizes]\n", "\n", "fig = plt.figure(figsize=(6, 4))\n", "plt.plot(\n", " dataset_sizes,\n", " test_scores,\n", " \"--\",\n", " color=\"#000\",\n", " marker=\"*\",\n", " markeredgecolor=\"#000\",\n", " markerfacecolor=\"y\",\n", " markersize=16,\n", ")\n", "plt.xscale(\"log\")\n", "plt.xticks(dataset_sizes, labels=dataset_sizes)\n", "plt.title(\"STL10 classification over dataset size\", fontsize=14)\n", "plt.xlabel(\"Number of images per class\")\n", "plt.ylabel(\"Test accuracy\")\n", "plt.minorticks_off()\n", "plt.show()\n", "\n", "for k, score in zip(dataset_sizes, test_scores):\n", " print(f\"Test accuracy for {k:3d} images per label: {100*score:4.2f}%\")"]}, {"cell_type": "markdown", "id": "1ff2c8cb", "metadata": {"papermill": {"duration": 0.022404, "end_time": "2023-03-14T16:42:59.153434", "exception": false, "start_time": "2023-03-14T16:42:59.131030", "status": "completed"}, "tags": []}, "source": ["As one would expect, the classification performance improves the more data we have.\n", "However, with only 10 images per class, we can already classify more than 60% of the images correctly.\n", "This is quite impressive, considering that the images are also higher dimensional than e.g. CIFAR10.\n", "With the full dataset, we achieve an accuracy of 81%.\n", "The increase between 50 to 500 images per class might suggest a linear increase in performance with an exponentially larger dataset.\n", "However, with even more data, we could also finetune $f(\\cdot)$ in the training process, allowing for the representations to adapt more to the specific classification task given.\n", "\n", "To set the results above into perspective, we will train the base\n", "network, a ResNet-18, on the classification task from scratch."]}, {"cell_type": "markdown", "id": "16755fba", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.02258, "end_time": "2023-03-14T16:42:59.198796", "exception": false, "start_time": "2023-03-14T16:42:59.176216", "status": "completed"}, "tags": []}, "source": ["## Baseline\n", "\n", "As a baseline to our results above, we will train a standard ResNet-18 with random initialization on the labeled training set of STL10.\n", "The results will give us an indication of the advantages that contrastive learning on unlabeled data has compared to using only supervised training.\n", "The implementation of the model is straightforward since the ResNet\n", "architecture is provided in the torchvision library."]}, {"cell_type": "code", "execution_count": 20, "id": "806d2b7f", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:42:59.246398Z", "iopub.status.busy": "2023-03-14T16:42:59.245515Z", "iopub.status.idle": "2023-03-14T16:42:59.258825Z", "shell.execute_reply": "2023-03-14T16:42:59.258171Z"}, "papermill": {"duration": 0.039655, "end_time": "2023-03-14T16:42:59.261006", "exception": false, "start_time": "2023-03-14T16:42:59.221351", "status": "completed"}, "tags": []}, "outputs": [], "source": ["class ResNet(L.LightningModule):\n", " def __init__(self, num_classes, lr, weight_decay, max_epochs=100):\n", " super().__init__()\n", " self.save_hyperparameters()\n", " self.model = torchvision.models.resnet18(pretrained=False, num_classes=num_classes)\n", "\n", " def configure_optimizers(self):\n", " optimizer = optim.AdamW(self.parameters(), lr=self.hparams.lr, weight_decay=self.hparams.weight_decay)\n", " lr_scheduler = optim.lr_scheduler.MultiStepLR(\n", " optimizer, milestones=[int(self.hparams.max_epochs * 0.7), int(self.hparams.max_epochs * 0.9)], gamma=0.1\n", " )\n", " return [optimizer], [lr_scheduler]\n", "\n", " def _calculate_loss(self, batch, mode=\"train\"):\n", " imgs, labels = batch\n", " preds = self.model(imgs)\n", " loss = F.cross_entropy(preds, labels)\n", " acc = (preds.argmax(dim=-1) == labels).float().mean()\n", "\n", " self.log(mode + \"_loss\", loss)\n", " self.log(mode + \"_acc\", acc)\n", " return loss\n", "\n", " def training_step(self, batch, batch_idx):\n", " return self._calculate_loss(batch, mode=\"train\")\n", "\n", " def validation_step(self, batch, batch_idx):\n", " self._calculate_loss(batch, mode=\"val\")\n", "\n", " def test_step(self, batch, batch_idx):\n", " self._calculate_loss(batch, mode=\"test\")"]}, {"cell_type": "markdown", "id": "d61e37bb", "metadata": {"papermill": {"duration": 0.022644, "end_time": "2023-03-14T16:42:59.312531", "exception": false, "start_time": "2023-03-14T16:42:59.289887", "status": "completed"}, "tags": []}, "source": ["It is clear that the ResNet easily overfits on the training data since its parameter count is more than 1000 times larger than the dataset size.\n", "To make the comparison to the contrastive learning models fair, we apply data augmentations similar to the ones we used before: horizontal flip, crop-and-resize, grayscale, and gaussian blur.\n", "Color distortions as before are not used because the color distribution of an image showed to be an important feature for the classification.\n", "Hence, we observed no noticeable performance gains when adding color distortions to the set of augmentations.\n", "Similarly, we restrict the resizing operation before cropping to the max.\n", "125% of its original resolution, instead of 1250% as done in SimCLR.\n", "This is because, for classification, the model needs to recognize the full object, while in contrastive learning, we only want to check whether two patches belong to the same image/object.\n", "Hence, the chosen augmentations below are overall weaker than in the contrastive learning case."]}, {"cell_type": "code", "execution_count": 21, "id": "629179be", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:42:59.359972Z", "iopub.status.busy": "2023-03-14T16:42:59.359482Z", "iopub.status.idle": "2023-03-14T16:43:05.096021Z", "shell.execute_reply": "2023-03-14T16:43:05.094288Z"}, "papermill": {"duration": 5.763617, "end_time": "2023-03-14T16:43:05.098810", "exception": false, "start_time": "2023-03-14T16:42:59.335193", "status": "completed"}, "tags": []}, "outputs": [{"name": "stdout", "output_type": "stream", "text": ["Files already downloaded and verified\n"]}], "source": ["train_transforms = transforms.Compose(\n", " [\n", " transforms.RandomHorizontalFlip(),\n", " transforms.RandomResizedCrop(size=96, scale=(0.8, 1.0)),\n", " transforms.RandomGrayscale(p=0.2),\n", " transforms.GaussianBlur(kernel_size=9, sigma=(0.1, 0.5)),\n", " transforms.ToTensor(),\n", " transforms.Normalize((0.5,), (0.5,)),\n", " ]\n", ")\n", "\n", "train_img_aug_data = STL10(root=DATASET_PATH, split=\"train\", download=True, transform=train_transforms)"]}, {"cell_type": "markdown", "id": "d49ad523", "metadata": {"lines_to_next_cell": 2, "papermill": {"duration": 0.02242, "end_time": "2023-03-14T16:43:05.147454", "exception": false, "start_time": "2023-03-14T16:43:05.125034", "status": "completed"}, "tags": []}, "source": ["The training function for the ResNet is almost identical to the Logistic Regression setup.\n", "Note that we allow the ResNet to perform validation every 2 epochs to\n", "also check whether the model overfits strongly in the first iterations\n", "or not."]}, {"cell_type": "code", "execution_count": 22, "id": "8975379a", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:43:05.195976Z", "iopub.status.busy": "2023-03-14T16:43:05.195439Z", "iopub.status.idle": "2023-03-14T16:43:05.213417Z", "shell.execute_reply": "2023-03-14T16:43:05.212593Z"}, "papermill": {"duration": 0.045535, "end_time": "2023-03-14T16:43:05.215628", "exception": false, "start_time": "2023-03-14T16:43:05.170093", "status": "completed"}, "tags": []}, "outputs": [], "source": ["def train_resnet(batch_size, max_epochs=100, **kwargs):\n", " trainer = L.Trainer(\n", " default_root_dir=os.path.join(CHECKPOINT_PATH, \"ResNet\"),\n", " accelerator=\"auto\",\n", " devices=1,\n", " max_epochs=max_epochs,\n", " callbacks=[\n", " ModelCheckpoint(save_weights_only=True, mode=\"max\", monitor=\"val_acc\"),\n", " LearningRateMonitor(\"epoch\"),\n", " ],\n", " check_val_every_n_epoch=2,\n", " )\n", " trainer.logger._default_hp_metric = None\n", "\n", " # Data loaders\n", " train_loader = data.DataLoader(\n", " train_img_aug_data,\n", " batch_size=batch_size,\n", " shuffle=True,\n", " drop_last=True,\n", " pin_memory=True,\n", " num_workers=NUM_WORKERS,\n", " )\n", " test_loader = data.DataLoader(\n", " test_img_data, batch_size=batch_size, shuffle=False, drop_last=False, pin_memory=True, num_workers=NUM_WORKERS\n", " )\n", "\n", " # Check whether pretrained model exists. If yes, load it and skip training\n", " pretrained_filename = os.path.join(CHECKPOINT_PATH, \"ResNet.ckpt\")\n", " if os.path.isfile(pretrained_filename):\n", " print(\"Found pretrained model at %s, loading...\" % pretrained_filename)\n", " model = ResNet.load_from_checkpoint(pretrained_filename)\n", " else:\n", " L.seed_everything(42) # To be reproducable\n", " model = ResNet(**kwargs)\n", " trainer.fit(model, train_loader, test_loader)\n", " model = ResNet.load_from_checkpoint(trainer.checkpoint_callback.best_model_path)\n", "\n", " # Test best model on validation set\n", " train_result = trainer.test(model, dataloaders=train_loader, verbose=False)\n", " val_result = trainer.test(model, dataloaders=test_loader, verbose=False)\n", " result = {\"train\": train_result[0][\"test_acc\"], \"test\": val_result[0][\"test_acc\"]}\n", "\n", " return model, result"]}, {"cell_type": "markdown", "id": "f3f9b520", "metadata": {"papermill": {"duration": 0.023048, "end_time": "2023-03-14T16:43:05.265015", "exception": false, "start_time": "2023-03-14T16:43:05.241967", "status": "completed"}, "tags": []}, "source": ["Finally, let's train the model and check its results:"]}, {"cell_type": "code", "execution_count": 23, "id": "74eb06f0", "metadata": {"execution": {"iopub.execute_input": "2023-03-14T16:43:05.311708Z", "iopub.status.busy": "2023-03-14T16:43:05.311345Z", "iopub.status.idle": "2023-03-14T16:43:24.823549Z", "shell.execute_reply": "2023-03-14T16:43:24.822126Z"}, "papermill": {"duration": 19.538827, "end_time": "2023-03-14T16:43:24.826242", "exception": false, "start_time": "2023-03-14T16:43:05.287415", "status": "completed"}, "tags": []}, "outputs": [{"name": "stderr", "output_type": "stream", "text": ["GPU available: True (cuda), used: True\n"]}, {"name": "stderr", "output_type": "stream", "text": ["TPU available: False, using: 0 TPU cores\n"]}, {"name": "stderr", "output_type": "stream", "text": ["IPU available: False, using: 0 IPUs\n"]}, {"name": "stderr", "output_type": "stream", "text": ["HPU available: False, using: 0 HPUs\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Lightning automatically upgraded your loaded checkpoint from v1.3.4 to v2.0.0rc0. To apply the upgrade to your files permanently, run `python -m lightning.pytorch.utilities.upgrade_checkpoint --file saved_models/ContrastiveLearning/ResNet.ckpt`\n"]}, {"name": "stderr", "output_type": "stream", "text": ["/usr/local/lib/python3.9/dist-packages/torchvision/models/_utils.py:208: UserWarning: The parameter 'pretrained' is deprecated since 0.13 and may be removed in the future, please use 'weights' instead.\n", " warnings.warn(\n", "/usr/local/lib/python3.9/dist-packages/torchvision/models/_utils.py:223: UserWarning: Arguments other than a weight enum or `None` for 'weights' are deprecated since 0.13 and may be removed in the future. The current behavior is equivalent to passing `weights=None`.\n", " warnings.warn(msg)\n"]}, {"name": "stdout", "output_type": "stream", "text": ["Found pretrained model at saved_models/ContrastiveLearning/ResNet.ckpt, loading...\n"]}, {"name": "stderr", "output_type": "stream", "text": ["You are using a CUDA device ('NVIDIA GeForce RTX 3090') that has Tensor Cores. To properly utilize them, you should set `torch.set_float32_matmul_precision('medium' | 'high')` which will trade-off precision for performance. For more details, read https://pytorch.org/docs/stable/generated/torch.set_float32_matmul_precision.html#torch.set_float32_matmul_precision\n"]}, {"name": "stderr", "output_type": "stream", "text": ["Missing logger folder: saved_models/ContrastiveLearning/ResNet/lightning_logs\n"]}, {"name": "stderr", "output_type": "stream", "text": ["LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [4,5]\n"]}, {"name": "stderr", "output_type": "stream", "text": ["/usr/local/lib/python3.9/dist-packages/lightning/pytorch/trainer/connectors/data_connector.py:326: PossibleUserWarning: Your `test_dataloader`'s sampler has shuffling enabled, it is strongly recommended that you turn shuffling off for val/test/predict dataloaders.\n", " rank_zero_warn(\n"]}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "3f95f7919038413281002363097395d0", "version_major": 2, "version_minor": 0}, "text/plain": ["Testing: 0it [00:00, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"name": "stderr", "output_type": "stream", "text": ["You are using a CUDA device ('NVIDIA GeForce RTX 3090') that has Tensor Cores. To properly utilize them, you should set `torch.set_float32_matmul_precision('medium' | 'high')` which will trade-off precision for performance. For more details, read https://pytorch.org/docs/stable/generated/torch.set_float32_matmul_precision.html#torch.set_float32_matmul_precision\n"]}, {"name": "stderr", "output_type": "stream", "text": ["LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [4,5]\n"]}, {"data": {"application/vnd.jupyter.widget-view+json": {"model_id": "0fab58f6815044039651fe8ed64636ad", "version_major": 2, "version_minor": 0}, "text/plain": ["Testing: 0it [00:00, ?it/s]"]}, "metadata": {}, "output_type": "display_data"}, {"name": "stdout", "output_type": "stream", "text": ["Accuracy on training set: 99.66%\n", "Accuracy on test set: 73.31%\n"]}], "source": ["resnet_model, resnet_result = train_resnet(batch_size=64, num_classes=10, lr=1e-3, weight_decay=2e-4, max_epochs=100)\n", "print(f\"Accuracy on training set: {100*resnet_result['train']:4.2f}%\")\n", "print(f\"Accuracy on test set: {100*resnet_result['test']:4.2f}%\")"]}, {"cell_type": "markdown", "id": "8057670e", "metadata": {"papermill": {"duration": 0.030522, "end_time": "2023-03-14T16:43:24.887312", "exception": false, "start_time": "2023-03-14T16:43:24.856790", "status": "completed"}, "tags": []}, "source": ["The ResNet trained from scratch achieves 73.31% on the test set.\n", "This is almost 8% less than the contrastive learning model, and even slightly less than SimCLR achieves with 1/10 of the data.\n", "This shows that self-supervised, contrastive learning provides\n", "considerable performance gains by leveraging large amounts of unlabeled\n", "data when little labeled data is available."]}, {"cell_type": "markdown", "id": "ea731460", "metadata": {"papermill": {"duration": 0.02327, "end_time": "2023-03-14T16:43:24.933968", "exception": false, "start_time": "2023-03-14T16:43:24.910698", "status": "completed"}, "tags": []}, "source": ["## Conclusion\n", "\n", "In this tutorial, we have discussed self-supervised contrastive learning and implemented SimCLR as an example method.\n", "We have applied it to the STL10 dataset and showed that it can learn generalizable representations that we can use to train simple classification models.\n", "With 500 images per label, it achieved an 8% higher accuracy than a similar model solely trained from supervision and performs on par with it when only using a tenth of the labeled data.\n", "Our experimental results are limited to a single dataset, but recent works such as [Ting Chen et al. ](https://arxiv.org/abs/2006.10029) showed similar trends for larger datasets like ImageNet.\n", "Besides the discussed hyperparameters, the size of the model seems to be important in contrastive learning as well.\n", "If a lot of unlabeled data is available, larger models can achieve much stronger results and come close to their supervised baselines.\n", "Further, there are also approaches for combining contrastive and supervised learning, leading to performance gains beyond supervision (see [Khosla et al.](https://arxiv.org/abs/2004.11362)).\n", "Moreover, contrastive learning is not the only approach to self-supervised learning that has come up in the last two years and showed great results.\n", "Other methods include distillation-based methods like [BYOL](https://arxiv.org/abs/2006.07733) and redundancy reduction techniques like [Barlow Twins](https://arxiv.org/abs/2103.03230).\n", "There is a lot more to explore in the self-supervised domain, and more, impressive steps ahead are to be expected.\n", "\n", "### References\n", "\n", "[1] Chen, T., Kornblith, S., Norouzi, M., and Hinton, G. (2020).\n", "A simple framework for contrastive learning of visual representations.\n", "In International conference on machine learning (pp.\n", "1597-1607).\n", "PMLR.\n", "([link](https://arxiv.org/abs/2002.05709))\n", "\n", "[2] Chen, T., Kornblith, S., Swersky, K., Norouzi, M., and Hinton, G. (2020).\n", "Big self-supervised models are strong semi-supervised learners.\n", "NeurIPS 2021 ([link](https://arxiv.org/abs/2006.10029)).\n", "\n", "[3] Oord, A. V. D., Li, Y., and Vinyals, O.\n", "(2018).\n", "Representation learning with contrastive predictive coding.\n", "arXiv preprint arXiv:1807.03748.\n", "([link](https://arxiv.org/abs/1807.03748))\n", "\n", "[4] Grill, J.B., Strub, F., Altch\u00e9, F., Tallec, C., Richemond, P.H., Buchatskaya, E., Doersch, C., Pires, B.A., Guo, Z.D., Azar, M.G.\n", "and Piot, B.\n", "(2020).\n", "Bootstrap your own latent: A new approach to self-supervised learning.\n", "arXiv preprint arXiv:2006.07733.\n", "([link](https://arxiv.org/abs/2006.07733))\n", "\n", "[5] Khosla, P., Teterwak, P., Wang, C., Sarna, A., Tian, Y., Isola, P., Maschinot, A., Liu, C. and Krishnan, D. (2020).\n", "Supervised contrastive learning.\n", "arXiv preprint arXiv:2004.11362.\n", "([link](https://arxiv.org/abs/2004.11362))\n", "\n", "[6] Zbontar, J., Jing, L., Misra, I., LeCun, Y. and Deny, S. (2021).\n", "Barlow twins: Self-supervised learning via redundancy reduction.\n", "arXiv preprint arXiv:2103.03230.\n", "([link](https://arxiv.org/abs/2103.03230))"]}, {"cell_type": "markdown", "id": "3b47272b", "metadata": {"papermill": {"duration": 0.023019, "end_time": "2023-03-14T16:43:24.980360", "exception": false, "start_time": "2023-03-14T16:43:24.957341", "status": "completed"}, "tags": []}, "source": ["## Congratulations - Time to Join the Community!\n", "\n", "Congratulations on completing this notebook tutorial! If you enjoyed this and would like to join the Lightning\n", "movement, you can do so in the following ways!\n", "\n", "### Star [Lightning](https://github.com/Lightning-AI/lightning) on GitHub\n", "The easiest way to help our community is just by starring the GitHub repos! This helps raise awareness of the cool\n", "tools we're building.\n", "\n", "### Join our [Slack](https://www.pytorchlightning.ai/community)!\n", "The best way to keep up to date on the latest advancements is to join our community! Make sure to introduce yourself\n", "and share your interests in `#general` channel\n", "\n", "\n", "### Contributions !\n", "The best way to contribute to our community is to become a code contributor! At any time you can go to\n", "[Lightning](https://github.com/Lightning-AI/lightning) or [Bolt](https://github.com/Lightning-AI/lightning-bolts)\n", "GitHub Issues page and filter for \"good first issue\".\n", "\n", "* [Lightning good first issue](https://github.com/Lightning-AI/lightning/issues?q=is%3Aopen+is%3Aissue+label%3A%22good+first+issue%22)\n", "* [Bolt good first issue](https://github.com/Lightning-AI/lightning-bolts/issues?q=is%3Aopen+is%3Aissue+label%3A%22good+first+issue%22)\n", "* You can also contribute your own notebooks with useful examples !\n", "\n", "### Great thanks from the entire Pytorch Lightning Team for your interest !\n", "\n", "[![Pytorch Lightning](data:image/png;base64,NDA0OiBOb3QgRm91bmQ=){height=\"60px\" width=\"240px\"}](https://pytorchlightning.ai)"]}, {"cell_type": "raw", "metadata": {"raw_mimetype": "text/restructuredtext"}, "source": [".. customcarditem::\n", " :header: Tutorial 13: Self-Supervised Contrastive Learning with SimCLR\n", " :card_description: In this tutorial, we will take a closer look at self-supervised contrastive learning. Self-supervised learning, or also sometimes called unsupervised learning, describes the...\n", " :tags: Image,Self-Supervised,Contrastive-Learning,GPU/TPU,UvA-DL-Course\n", " :image: _static/images/course_UvA-DL/13-contrastive-learning.jpg"]}], "metadata": {"jupytext": {"cell_metadata_filter": "colab_type,colab,id,-all", "formats": "ipynb,py:percent", "main_language": "python"}, "language_info": {"codemirror_mode": {"name": "ipython", "version": 3}, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.16"}, "papermill": {"default_parameters": {}, "duration": 805.936782, "end_time": "2023-03-14T16:43:28.131656", "environment_variables": {}, "exception": null, "input_path": "course_UvA-DL/13-contrastive-learning/SimCLR.ipynb", "output_path": ".notebooks/course_UvA-DL/13-contrastive-learning.ipynb", "parameters": {}, "start_time": "2023-03-14T16:30:02.194874", "version": "2.4.0"}, "widgets": 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