From 6a9cc93bed3ec92239d5eca3d783c6b9f1b0a79b Mon Sep 17 00:00:00 2001 From: Walter Hugo Lopez Pinaya Date: Thu, 16 Mar 2023 22:49:58 +0000 Subject: [PATCH] Update AutoencoderKL and add more content (#315) Signed-off-by: Walter Hugo Lopez Pinaya --- .../generative/2d_ldm/2d_ldm_tutorial.ipynb | 1173 ++++++++--------- .../generative/2d_ldm/2d_ldm_tutorial.py | 203 +-- 2 files changed, 647 insertions(+), 729 deletions(-) diff --git a/tutorials/generative/2d_ldm/2d_ldm_tutorial.ipynb b/tutorials/generative/2d_ldm/2d_ldm_tutorial.ipynb index 11b8e2a6..42052339 100644 --- a/tutorials/generative/2d_ldm/2d_ldm_tutorial.ipynb +++ b/tutorials/generative/2d_ldm/2d_ldm_tutorial.ipynb @@ -5,7 +5,13 @@ "id": "c862ce1e", "metadata": {}, "source": [ - "# 2D Latent Diffusion Model" + "# 2D Latent Diffusion Model\n", + "\n", + "In this tutorial, we will walk through the process of using the MONAI Generative Models package to generate synthetic data using Latent Diffusion Models (LDM) [1, 2]. Specifically, we will focus on training an LDM to create synthetic X-ray images of hands from the MEDNIST dataset.\n", + "\n", + "[1] - Rombach et al. \"High-Resolution Image Synthesis with Latent Diffusion Models\" https://arxiv.org/abs/2112.10752\n", + "\n", + "[2] - Pinaya et al. \"Brain imaging generation with latent diffusion models\" https://arxiv.org/abs/2209.07162\n" ] }, { @@ -13,12 +19,12 @@ "id": "c6801e8b", "metadata": {}, "source": [ - "## Set up environment using Colab\n" + "### Set up environment" ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 1, "id": "10499760", "metadata": {}, "outputs": [], @@ -33,12 +39,12 @@ "id": "f3da50af", "metadata": {}, "source": [ - "## Set up imports" + "### Setup imports" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "id": "424a5eb8", "metadata": {}, "outputs": [ @@ -54,7 +60,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "2023-02-12 12:57:59,630 - A matching Triton is not available, some optimizations will not be enabled.\n", + "2023-03-16 19:58:38,469 - A matching Triton is not available, some optimizations will not be enabled.\n", "Error caught was: No module named 'triton'\n", "MONAI version: 1.2.dev2304\n", "Numpy version: 1.23.5\n", @@ -88,6 +94,16 @@ } ], "source": [ + "# Copyright 2020 MONAI Consortium\n", + "# Licensed under the Apache License, Version 2.0 (the \"License\");\n", + "# you may not use this file except in compliance with the License.\n", + "# You may obtain a copy of the License at\n", + "# http://www.apache.org/licenses/LICENSE-2.0\n", + "# Unless required by applicable law or agreed to in writing, software\n", + "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", + "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", + "# See the License for the specific language governing permissions and\n", + "# limitations under the License.\n", "import os\n", "import shutil\n", "import tempfile\n", @@ -114,14 +130,21 @@ "print_config()" ] }, + { + "cell_type": "markdown", + "id": "35141304", + "metadata": {}, + "source": [ + "### Set deterministic training for reproducibility" + ] + }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "id": "1a52c24b", "metadata": {}, "outputs": [], "source": [ - "# for reproducibility purposes set a seed\n", "set_determinism(42)" ] }, @@ -130,13 +153,13 @@ "id": "4031e219", "metadata": {}, "source": [ - "## Setup a data directory and download dataset\n", + "### Setup a data directory and download dataset\n", "Specify a MONAI_DATA_DIRECTORY variable, where the data will be downloaded. If not specified a temporary directory will be used." ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "id": "f8a9b6c6", "metadata": {}, "outputs": [ @@ -144,7 +167,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "/tmp/tmpy2pm22t5\n" + "/tmp/tmp2pswnk7b\n" ] } ], @@ -159,12 +182,14 @@ "id": "bb5ad19e", "metadata": {}, "source": [ - "## Download the training set" + "## Prepare training set data loader\n", + "\n", + "Here we will download the MEDNIST dataset and prepare the training set data loader. The MEDNIST dataset contains images of different body parts, including the hand, chest, and abdomen, in grayscale format. For this tutorial, we will use only the `Hand` class. We include data augmentation performed by the `RandAffine` transformation in the data transformations." ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "id": "b253ff61", "metadata": {}, "outputs": [ @@ -172,14 +197,14 @@ "name": "stderr", "output_type": "stream", "text": [ - "MedNIST.tar.gz: 59.0MB [00:03, 16.7MB/s] " + "MedNIST.tar.gz: 59.0MB [00:03, 15.5MB/s] " ] }, { "name": "stdout", "output_type": "stream", "text": [ - "2023-02-12 12:58:03,382 - INFO - Downloaded: /tmp/tmpy2pm22t5/MedNIST.tar.gz\n" + "2023-03-16 19:58:42,503 - INFO - Downloaded: /tmp/tmp2pswnk7b/MedNIST.tar.gz\n" ] }, { @@ -193,15 +218,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "2023-02-12 12:58:03,455 - INFO - Verified 'MedNIST.tar.gz', md5: 0bc7306e7427e00ad1c5526a6677552d.\n", - "2023-02-12 12:58:03,456 - INFO - Writing into directory: /tmp/tmpy2pm22t5.\n" + "2023-03-16 19:58:42,577 - INFO - Verified 'MedNIST.tar.gz', md5: 0bc7306e7427e00ad1c5526a6677552d.\n", + "2023-03-16 19:58:42,577 - INFO - Writing into directory: /tmp/tmp2pswnk7b.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "Loading dataset: 100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 47164/47164 [00:13<00:00, 3371.48it/s]\n" + "Loading dataset: 100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 47164/47164 [00:14<00:00, 3270.92it/s]\n" ] } ], @@ -226,7 +251,7 @@ " ]\n", ")\n", "train_ds = Dataset(data=train_datalist, transform=train_transforms)\n", - "train_loader = DataLoader(train_ds, batch_size=64, shuffle=True, num_workers=4)" + "train_loader = DataLoader(train_ds, batch_size=64, shuffle=True, num_workers=4, persistent_workers=True)" ] }, { @@ -234,12 +259,12 @@ "id": "e81f2290", "metadata": {}, "source": [ - "## Visualise examples from the training set" + "### Visualise examples from the training set" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "id": "b4e725bb", "metadata": { "lines_to_next_cell": 2 @@ -270,12 +295,12 @@ "id": "dfe1292d", "metadata": {}, "source": [ - "## Download the validation set" + "## Prepare validation set data loader" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 7, "id": "e40efd25", "metadata": {}, "outputs": [ @@ -283,16 +308,16 @@ "name": "stdout", "output_type": "stream", "text": [ - "2023-02-12 12:58:22,141 - INFO - Verified 'MedNIST.tar.gz', md5: 0bc7306e7427e00ad1c5526a6677552d.\n", - "2023-02-12 12:58:22,142 - INFO - File exists: /tmp/tmpy2pm22t5/MedNIST.tar.gz, skipped downloading.\n", - "2023-02-12 12:58:22,142 - INFO - Non-empty folder exists in /tmp/tmpy2pm22t5/MedNIST, skipped extracting.\n" + "2023-03-16 19:59:01,645 - INFO - Verified 'MedNIST.tar.gz', md5: 0bc7306e7427e00ad1c5526a6677552d.\n", + "2023-03-16 19:59:01,646 - INFO - File exists: /tmp/tmp2pswnk7b/MedNIST.tar.gz, skipped downloading.\n", + "2023-03-16 19:59:01,647 - INFO - Non-empty folder exists in /tmp/tmp2pswnk7b/MedNIST, skipped extracting.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "Loading dataset: 100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 5895/5895 [00:01<00:00, 3357.20it/s]\n" + "Loading dataset: 100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 5895/5895 [00:01<00:00, 3340.67it/s]\n" ] } ], @@ -307,7 +332,7 @@ " ]\n", ")\n", "val_ds = Dataset(data=val_datalist, transform=val_transforms)\n", - "val_loader = DataLoader(val_ds, batch_size=64, shuffle=True, num_workers=4)" + "val_loader = DataLoader(val_ds, batch_size=64, shuffle=True, num_workers=4, persistent_workers=True)" ] }, { @@ -315,128 +340,41 @@ "id": "c26cfc67", "metadata": {}, "source": [ - "## Define the network" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "ddd12c82", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Using cuda\n" - ] - } - ], - "source": [ - "device = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n", - "print(f\"Using {device}\")" + "## Autoencoder KL\n", + "\n", + "### Define Autoencoder KL network, losses and optimiser\n", + "\n", + "In this section, we will define an autoencoder with KL-regularization for the LDM. The autoencoder's primary purpose is to transform input images into a latent representation that the diffusion model will subsequently learn. By doing so, we can decrease the computational resources required to train the diffusion component, making this approach suitable for learning high-resolution medical images. We will also specify the perceptual and adversarial losses, including the involved networks, and the optimizers to use during the training process." ] }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 8, "id": "f9044d57", "metadata": { "lines_to_next_cell": 2 }, "outputs": [], "source": [ + "device = torch.device(\"cuda\")\n", + "\n", "autoencoderkl = AutoencoderKL(\n", " spatial_dims=2,\n", " in_channels=1,\n", " out_channels=1,\n", - " num_channels=64,\n", + " num_channels=[128, 128, 256],\n", " latent_channels=3,\n", - " ch_mult=(1, 2, 2),\n", - " num_res_blocks=1,\n", - " norm_num_groups=32,\n", - " attention_levels=(False, False, True),\n", + " num_res_blocks=2,\n", + " attention_levels=(False, False, False),\n", + " with_encoder_nonlocal_attn=False,\n", + " with_decoder_nonlocal_attn=False,\n", ")\n", "autoencoderkl = autoencoderkl.to(device)" ] }, { "cell_type": "code", - "execution_count": 11, - "id": "4aef349e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "PatchDiscriminator(\n", - " (initial_conv): Convolution(\n", - " (conv): Conv2d(1, 32, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1))\n", - " (adn): ADN(\n", - " (D): Dropout(p=0.0, inplace=False)\n", - " (A): LeakyReLU(negative_slope=0.2)\n", - " )\n", - " )\n", - " (0): Convolution(\n", - " (conv): Conv2d(32, 64, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n", - " (adn): ADN(\n", - " (N): BatchNorm2d(64, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", - " (D): Dropout(p=0.0, inplace=False)\n", - " (A): LeakyReLU(negative_slope=0.2)\n", - " )\n", - " )\n", - " (1): Convolution(\n", - " (conv): Conv2d(64, 128, kernel_size=(4, 4), stride=(2, 2), padding=(1, 1), bias=False)\n", - " (adn): ADN(\n", - " (N): BatchNorm2d(128, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", - " (D): Dropout(p=0.0, inplace=False)\n", - " (A): LeakyReLU(negative_slope=0.2)\n", - " )\n", - " )\n", - " (2): Convolution(\n", - " (conv): Conv2d(128, 256, kernel_size=(4, 4), stride=(1, 1), padding=(1, 1), bias=False)\n", - " (adn): ADN(\n", - " (N): BatchNorm2d(256, eps=1e-05, momentum=0.1, affine=True, track_running_stats=True)\n", - " (D): Dropout(p=0.0, inplace=False)\n", - " (A): LeakyReLU(negative_slope=0.2)\n", - " )\n", - " )\n", - " (final_conv): Convolution(\n", - " (conv): Conv2d(256, 1, kernel_size=(4, 4), stride=(1, 1), padding=(1, 1))\n", - " )\n", - ")" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "unet = DiffusionModelUNet(\n", - " spatial_dims=2, in_channels=3, out_channels=3, num_res_blocks=1, num_channels=(128, 256, 256), num_head_channels=256\n", - ")\n", - "\n", - "scheduler = DDPMScheduler(num_train_timesteps=1000, beta_schedule=\"linear\", beta_start=0.0015, beta_end=0.0195)\n", - "\n", - "discriminator = PatchDiscriminator(\n", - " spatial_dims=2,\n", - " num_layers_d=3,\n", - " num_channels=32,\n", - " in_channels=1,\n", - " out_channels=1,\n", - " kernel_size=4,\n", - " activation=(Act.LEAKYRELU, {\"negative_slope\": 0.2}),\n", - " norm=\"BATCH\",\n", - " bias=False,\n", - " padding=1,\n", - ")\n", - "discriminator.to(device)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, + "execution_count": 9, "id": "177b96fb", "metadata": {}, "outputs": [ @@ -452,22 +390,34 @@ "source": [ "perceptual_loss = PerceptualLoss(spatial_dims=2, network_type=\"alex\")\n", "perceptual_loss.to(device)\n", - "perceptual_weight = 0.001\n", + "perceptual_weight = 0.001" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "4aef349e", + "metadata": {}, + "outputs": [], + "source": [ + "discriminator = PatchDiscriminator(spatial_dims=2, num_layers_d=3, num_channels=64, in_channels=1, out_channels=1)\n", + "discriminator = discriminator.to(device)\n", "\n", "adv_loss = PatchAdversarialLoss(criterion=\"least_squares\")\n", - "adv_weight = 0.01\n", - "\n", - "optimizer_g = torch.optim.Adam(autoencoderkl.parameters(), lr=1e-4)\n", - "optimizer_d = torch.optim.Adam(discriminator.parameters(), lr=5e-4)" + "adv_weight = 0.01" ] }, { "cell_type": "code", - "execution_count": 13, - "id": "b59f8ba2", + "execution_count": 11, + "id": "ae58c6a0", "metadata": {}, "outputs": [], "source": [ + "optimizer_g = torch.optim.Adam(autoencoderkl.parameters(), lr=1e-4)\n", + "optimizer_d = torch.optim.Adam(discriminator.parameters(), lr=5e-4)\n", + "\n", + "# For mixed precision training\n", "scaler_g = torch.cuda.amp.GradScaler()\n", "scaler_d = torch.cuda.amp.GradScaler()" ] @@ -477,7 +427,7 @@ "id": "edb27c18", "metadata": {}, "source": [ - "## Train AutoencoderKL" + "### Train model" ] }, { @@ -490,7 +440,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 12, "id": "4794275a", "metadata": {}, "outputs": [ @@ -498,329 +448,245 @@ "name": "stderr", "output_type": "stream", "text": [ - "Epoch 0: 100%|██████████████████| 125/125 [00:11<00:00, 10.82it/s, recons_loss=0.096, gen_loss=0, disc_loss=0]\n", - "Epoch 1: 100%|██████████████████| 125/125 [00:10<00:00, 11.49it/s, recons_loss=0.046, gen_loss=0, disc_loss=0]\n", - "Epoch 2: 100%|█████████████████| 125/125 [00:10<00:00, 11.53it/s, recons_loss=0.0387, gen_loss=0, disc_loss=0]\n", - "Epoch 3: 100%|█████████████████| 125/125 [00:10<00:00, 11.52it/s, recons_loss=0.0351, gen_loss=0, disc_loss=0]\n", - "Epoch 4: 100%|█████████████████| 125/125 [00:11<00:00, 11.33it/s, recons_loss=0.0324, gen_loss=0, disc_loss=0]\n", - "Epoch 5: 100%|█████████████████| 125/125 [00:10<00:00, 11.41it/s, recons_loss=0.0307, gen_loss=0, disc_loss=0]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "epoch 6 val loss: 0.0319\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Epoch 6: 100%|█████████████████| 125/125 [00:10<00:00, 11.41it/s, recons_loss=0.0287, gen_loss=0, disc_loss=0]\n", - "Epoch 7: 100%|█████████████████| 125/125 [00:10<00:00, 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1),\n", " }\n", " )\n", - " epoch_recon_loss_list.append(epoch_loss / (step + 1))\n", - " epoch_gen_loss_list.append(gen_epoch_loss / (step + 1))\n", - " epoch_disc_loss_list.append(disc_epoch_loss / (step + 1))\n", + " epoch_recon_losses.append(epoch_loss / (step + 1))\n", + " epoch_gen_losses.append(gen_epoch_loss / (step + 1))\n", + " epoch_disc_losses.append(disc_epoch_loss / (step + 1))\n", "\n", " if (epoch + 1) % val_interval == 0:\n", " autoencoderkl.eval()\n", @@ -893,19 +759,22 @@ "\n", " with autocast(enabled=True):\n", " reconstruction, z_mu, z_sigma = autoencoderkl(images)\n", - " # Get the first sammple from the first validation batch for visualisation\n", - " # purposes\n", + " # Get the first reconstruction from the first validation batch for visualisation purposes\n", " if val_step == 1:\n", - " intermediary_images.append(reconstruction[:n_example_images, 0])\n", + " intermediary_images.append(reconstruction[:num_example_images, 0])\n", "\n", " recons_loss = F.l1_loss(images.float(), reconstruction.float())\n", "\n", " val_loss += recons_loss.item()\n", "\n", " val_loss /= val_step\n", - " val_recon_epoch_loss_list.append(val_loss)\n", + " val_recon_losses.append(val_loss)\n", " print(f\"epoch {epoch + 1} val loss: {val_loss:.4f}\")\n", - "progress_bar.close()\n" + "progress_bar.close()\n", + "\n", + "del discriminator\n", + "del perceptual_loss\n", + "torch.cuda.empty_cache()" ] }, { @@ -918,13 +787,13 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 13, "id": "f53bccdc", "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -938,7 +807,7 @@ "val_samples = np.linspace(n_epochs, val_interval, int(n_epochs / val_interval))\n", "fig, ax = plt.subplots(nrows=5, ncols=1, sharey=True)\n", "for image_n in range(5):\n", - " reconstructions = torch.reshape(intermediary_images[image_n], (image_size * n_example_images, image_size)).T\n", + " reconstructions = torch.reshape(intermediary_images[image_n], (image_size * num_example_images, image_size)).T\n", " ax[image_n].imshow(reconstructions.cpu(), cmap=\"gray\")\n", " ax[image_n].set_xticks([])\n", " ax[image_n].set_yticks([])\n", @@ -950,7 +819,31 @@ "id": "c2f6f3cd", "metadata": {}, "source": [ - "## Train Diffusion Model" + "## Diffusion Model\n", + "\n", + "### Define diffusion model and scheduler\n", + "\n", + "In this section, we will define the diffusion model that will learn data distribution of the latent representation of the autoencoder. Together with the diffusion model, we define a beta scheduler responsible for defining the amount of noise tahat is added across the diffusion's model Markov chain." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "58188b0b", + "metadata": {}, + "outputs": [], + "source": [ + "unet = DiffusionModelUNet(\n", + " spatial_dims=2,\n", + " in_channels=3,\n", + " out_channels=3,\n", + " num_res_blocks=2,\n", + " num_channels=(128, 256, 512),\n", + " attention_levels=(False, True, True),\n", + " num_head_channels=(0, 256, 512),\n", + ")\n", + "\n", + "scheduler = DDPMScheduler(num_train_timesteps=1000, beta_schedule=\"linear\", beta_start=0.0015, beta_end=0.0195)" ] }, { @@ -967,7 +860,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 15, "id": "f9bd963f", "metadata": { "pycharm": { @@ -979,7 +872,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Scaling factor set to tensor(0.9627, device='cuda:0')\n" + "Scaling factor set to tensor(0.8888, device='cuda:0')\n" ] } ], @@ -1002,7 +895,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 16, "id": "25dfae5f", "metadata": {}, "outputs": [], @@ -1015,12 +908,14 @@ "id": "286f147e", "metadata": {}, "source": [ + "### Train diffusion model\n", + "\n", "It takes about ~80 min to train the model." ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 17, "id": "c3e1f1a0", "metadata": { "scrolled": false @@ -1030,65 +925,65 @@ "name": "stderr", "output_type": "stream", "text": [ - "Epoch 0: 100%|██████████| 125/125 [00:09<00:00, 12.78it/s, loss=0.377]\n", - "Epoch 1: 100%|███████████| 125/125 [00:09<00:00, 12.87it/s, loss=0.13]\n", - "Epoch 2: 100%|██████████| 125/125 [00:09<00:00, 12.96it/s, loss=0.117]\n", - "Epoch 3: 100%|██████████| 125/125 [00:09<00:00, 12.61it/s, loss=0.114]\n", - "Epoch 4: 100%|██████████| 125/125 [00:09<00:00, 12.79it/s, loss=0.109]\n", - "Epoch 5: 100%|██████████| 125/125 [00:09<00:00, 12.95it/s, loss=0.109]\n", - "Epoch 6: 100%|██████████| 125/125 [00:09<00:00, 12.63it/s, loss=0.103]\n", - "Epoch 7: 100%|██████████| 125/125 [00:09<00:00, 13.06it/s, loss=0.104]\n", - "Epoch 8: 100%|██████████| 125/125 [00:09<00:00, 12.68it/s, loss=0.102]\n", - "Epoch 9: 100%|██████████| 125/125 [00:09<00:00, 12.71it/s, loss=0.103]\n", - "Epoch 10: 100%|█████████| 125/125 [00:09<00:00, 12.69it/s, loss=0.099]\n", - "Epoch 11: 100%|████████| 125/125 [00:09<00:00, 13.11it/s, loss=0.0992]\n", - "Epoch 12: 100%|████████| 125/125 [00:09<00:00, 13.09it/s, loss=0.0975]\n", - "Epoch 13: 100%|████████| 125/125 [00:09<00:00, 12.86it/s, loss=0.0959]\n", - "Epoch 14: 100%|████████| 125/125 [00:09<00:00, 12.69it/s, loss=0.0994]\n", - "Epoch 15: 100%|█████████| 125/125 [00:09<00:00, 12.83it/s, loss=0.096]\n", - "Epoch 16: 100%|████████| 125/125 [00:09<00:00, 12.77it/s, loss=0.0975]\n", - "Epoch 17: 100%|█████████| 125/125 [00:10<00:00, 12.30it/s, loss=0.094]\n", - "Epoch 18: 100%|█████████| 125/125 [00:09<00:00, 12.77it/s, loss=0.096]\n", - "Epoch 19: 100%|████████| 125/125 [00:09<00:00, 12.76it/s, loss=0.0959]\n", - "Epoch 20: 100%|████████| 125/125 [00:09<00:00, 12.76it/s, loss=0.0969]\n", - "Epoch 21: 100%|████████| 125/125 [00:09<00:00, 12.59it/s, loss=0.0942]\n", - "Epoch 22: 100%|████████| 125/125 [00:10<00:00, 12.21it/s, loss=0.0924]\n", - "Epoch 23: 100%|████████| 125/125 [00:09<00:00, 12.87it/s, loss=0.0953]\n", - "Epoch 24: 100%|████████| 125/125 [00:09<00:00, 12.79it/s, loss=0.0918]\n", - "Epoch 25: 100%|█████████| 125/125 [00:09<00:00, 12.80it/s, loss=0.095]\n", - "Epoch 26: 100%|████████| 125/125 [00:09<00:00, 12.59it/s, loss=0.0898]\n", - "Epoch 27: 100%|█████████| 125/125 [00:10<00:00, 12.25it/s, loss=0.089]\n", - "Epoch 28: 100%|████████| 125/125 [00:10<00:00, 12.34it/s, loss=0.0927]\n", - "Epoch 29: 100%|████████| 125/125 [00:09<00:00, 12.59it/s, loss=0.0882]\n", - "Epoch 30: 100%|████████| 125/125 [00:09<00:00, 12.56it/s, loss=0.0881]\n", - "Epoch 31: 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"Epoch 30: 100%|█████████| 125/125 [00:16<00:00, 7.54it/s, loss=0.115]\n", + "Epoch 31: 100%|█████████| 125/125 [00:16<00:00, 7.53it/s, loss=0.116]\n", + "Epoch 32: 100%|██████████| 125/125 [00:16<00:00, 7.46it/s, loss=0.12]\n", + "Epoch 33: 100%|█████████| 125/125 [00:16<00:00, 7.51it/s, loss=0.115]\n", + "Epoch 34: 100%|█████████| 125/125 [00:16<00:00, 7.49it/s, loss=0.117]\n", + "Epoch 35: 100%|██████████| 125/125 [00:16<00:00, 7.53it/s, loss=0.12]\n", + "Epoch 36: 100%|█████████| 125/125 [00:16<00:00, 7.52it/s, loss=0.113]\n", + "Epoch 37: 100%|█████████| 125/125 [00:16<00:00, 7.51it/s, loss=0.116]\n", + "Epoch 38: 100%|█████████| 125/125 [00:16<00:00, 7.51it/s, loss=0.118]\n", + "Epoch 39: 100%|█████████| 125/125 [00:16<00:00, 7.50it/s, loss=0.117]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 39 val loss: 0.0897\n" + "Epoch 39 val loss: 0.1206\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:10<00:00, 95.88it/s]\n" + "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:14<00:00, 67.90it/s]\n" ] }, { "data": { - "image/png": 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\n", 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\n", 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76: 100%|█████████| 125/125 [00:16<00:00, 7.55it/s, loss=0.113]\n", + "Epoch 77: 100%|█████████| 125/125 [00:16<00:00, 7.50it/s, loss=0.114]\n", + "Epoch 78: 100%|█████████| 125/125 [00:16<00:00, 7.45it/s, loss=0.117]\n", + "Epoch 79: 100%|█████████| 125/125 [00:16<00:00, 7.54it/s, loss=0.111]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 79 val loss: 0.0833\n" + "Epoch 79 val loss: 0.1165\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:10<00:00, 98.81it/s]\n" + "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:14<00:00, 68.62it/s]\n" ] }, { "data": { - "image/png": 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\n", 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\n", 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loss=0.083]\n", - "Epoch 92: 100%|████████| 125/125 [00:09<00:00, 13.06it/s, loss=0.0833]\n", - "Epoch 93: 100%|████████| 125/125 [00:09<00:00, 13.05it/s, loss=0.0849]\n", - "Epoch 94: 100%|████████| 125/125 [00:09<00:00, 12.84it/s, loss=0.0821]\n", - "Epoch 95: 100%|█████████| 125/125 [00:09<00:00, 13.18it/s, loss=0.083]\n", - "Epoch 96: 100%|████████| 125/125 [00:09<00:00, 13.14it/s, loss=0.0836]\n", - "Epoch 97: 100%|████████| 125/125 [00:09<00:00, 12.80it/s, loss=0.0846]\n", - "Epoch 98: 100%|████████| 125/125 [00:09<00:00, 13.07it/s, loss=0.0816]\n", - "Epoch 99: 100%|████████| 125/125 [00:09<00:00, 13.07it/s, loss=0.0873]\n", - "Epoch 100: 100%|███████| 125/125 [00:09<00:00, 13.19it/s, loss=0.0852]\n", - "Epoch 101: 100%|███████| 125/125 [00:09<00:00, 12.96it/s, loss=0.0832]\n", - "Epoch 102: 100%|███████| 125/125 [00:09<00:00, 13.14it/s, loss=0.0821]\n", - "Epoch 103: 100%|███████| 125/125 [00:09<00:00, 13.16it/s, loss=0.0834]\n", - "Epoch 104: 100%|███████| 125/125 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116: 100%|████████| 125/125 [00:16<00:00, 7.53it/s, loss=0.106]\n", + "Epoch 117: 100%|████████| 125/125 [00:16<00:00, 7.53it/s, loss=0.113]\n", + "Epoch 118: 100%|████████| 125/125 [00:16<00:00, 7.55it/s, loss=0.112]\n", + "Epoch 119: 100%|████████| 125/125 [00:16<00:00, 7.56it/s, loss=0.112]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 119 val loss: 0.0820\n" + "Epoch 119 val loss: 0.1217\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:10<00:00, 98.12it/s]\n" + "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:14<00:00, 68.20it/s]\n" ] }, { "data": { - "image/png": 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\n", + "image/png": 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156: 100%|█████████| 125/125 [00:16<00:00, 7.51it/s, loss=0.11]\n", + "Epoch 157: 100%|████████| 125/125 [00:16<00:00, 7.51it/s, loss=0.108]\n", + "Epoch 158: 100%|████████| 125/125 [00:16<00:00, 7.53it/s, loss=0.107]\n", + "Epoch 159: 100%|████████| 125/125 [00:16<00:00, 7.50it/s, loss=0.104]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 159 val loss: 0.0799\n" + "Epoch 159 val loss: 0.1100\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:10<00:00, 99.43it/s]\n" + "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:14<00:00, 69.06it/s]\n" ] }, { "data": { - "image/png": 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\n", 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196: 100%|████████| 125/125 [00:16<00:00, 7.53it/s, loss=0.108]\n", + "Epoch 197: 100%|████████| 125/125 [00:16<00:00, 7.53it/s, loss=0.109]\n", + "Epoch 198: 100%|█████████| 125/125 [00:16<00:00, 7.54it/s, loss=0.11]\n", + "Epoch 199: 100%|████████| 125/125 [00:16<00:00, 7.53it/s, loss=0.104]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Epoch 199 val loss: 0.0763\n" + "Epoch 199 val loss: 0.1028\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:09<00:00, 102.06it/s]\n" + "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:14<00:00, 68.91it/s]\n" ] }, { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -1383,8 +1278,8 @@ "unet = unet.to(device)\n", "n_epochs = 200\n", "val_interval = 40\n", - "epoch_loss_list = []\n", - "val_epoch_loss_list = []\n", + "epoch_losses = []\n", + "val_losses = []\n", "scaler = GradScaler()\n", "\n", "for epoch in range(n_epochs):\n", @@ -1413,7 +1308,7 @@ " epoch_loss += loss.item()\n", "\n", " progress_bar.set_postfix({\"loss\": epoch_loss / (step + 1)})\n", - " epoch_loss_list.append(epoch_loss / (step + 1))\n", + " epoch_losses.append(epoch_loss / (step + 1))\n", "\n", " if (epoch + 1) % val_interval == 0:\n", " unet.eval()\n", @@ -1442,7 +1337,7 @@ "\n", " val_loss += loss.item()\n", " val_loss /= val_step\n", - " val_epoch_loss_list.append(val_loss)\n", + " val_losses.append(val_loss)\n", " print(f\"Epoch {epoch} val loss: {val_loss:.4f}\")\n", "\n", " # Sampling image during training\n", @@ -1463,17 +1358,70 @@ "progress_bar.close()\n" ] }, + { + "cell_type": "markdown", + "id": "35ac6265", + "metadata": {}, + "source": [ + "### Plot learning curves" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "a29c1b9c", + "metadata": { + "lines_to_next_cell": 2 + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure()\n", + "plt.title(\"Learning Curves\", fontsize=20)\n", + "plt.plot(np.linspace(1, n_epochs, n_epochs), epoch_losses, linewidth=2.0, label=\"Train\")\n", + "plt.plot(\n", + " np.linspace(val_interval, n_epochs, int(n_epochs / val_interval)), val_losses, linewidth=2.0, label=\"Validation\"\n", + ")\n", + "plt.yticks(fontsize=12)\n", + "plt.xticks(fontsize=12)\n", + "plt.xlabel(\"Epochs\", fontsize=16)\n", + "plt.ylabel(\"Loss\", fontsize=16)\n", + "plt.legend(prop={\"size\": 14})" + ] + }, { "cell_type": "markdown", "id": "8fb02dd3", "metadata": {}, "source": [ - "### Plotting sampling example" + "### Plotting sampling example\n", + "\n", + "Finally, we generate an image with our LDM. For that, we will initialize a latent representation with just noise. Then, we will use the `unet` to perform 1000 denoising steps. For every 100 steps, we store the noisy intermediary samples. In the last step, we decode all latent representations and plot how the image looks like across the sampling process." ] }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 30, "id": "d3b478d2", "metadata": { "lines_to_end_of_cell_marker": 2 @@ -1483,23 +1431,19 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|█████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:08<00:00, 122.08it/s]\n" + "100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [00:13<00:00, 76.31it/s]\n" ] } ], "source": [ "unet.eval()\n", - "image = torch.randn((1, 1, 64, 64))\n", - "image = image.to(device)\n", "scheduler.set_timesteps(num_inference_steps=1000)\n", + "noise = torch.randn((1, 3, 16, 16))\n", + "noise = noise.to(device)\n", "\n", "with torch.no_grad():\n", - " z_mu, z_sigma = autoencoderkl.encode(image)\n", - " z = autoencoderkl.sampling(z_mu, z_sigma)\n", - "\n", - " noise = torch.randn_like(z).to(device)\n", " image, intermediates = inferer.sample(\n", - " input_noise=z,\n", + " input_noise=noise,\n", " diffusion_model=unet,\n", " scheduler=scheduler,\n", " save_intermediates=True,\n", @@ -1510,7 +1454,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 31, "id": "1eeea976", "metadata": { "lines_to_next_cell": 2 @@ -1522,13 +1466,13 @@ "(-0.5, 639.5, 63.5, -0.5)" ] }, - "execution_count": 20, + "execution_count": 31, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -1538,7 +1482,7 @@ } ], "source": [ - "# Invert the autoencoderKL model\n", + "# Decode latent representation of the intermediary images\n", "decoded_images = []\n", "for image in intermediates:\n", " with torch.no_grad():\n", @@ -1552,65 +1496,16 @@ ] }, { - "cell_type": "code", - "execution_count": 21, - "id": "a29c1b9c", - "metadata": { - "lines_to_next_cell": 2 - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 21, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# ## Plot learning curves\n", - "plt.figure()\n", - "plt.title(\"Learning Curves\", fontsize=20)\n", - "plt.plot(np.linspace(1, n_epochs, n_epochs), epoch_loss_list, linewidth=2.0, label=\"Train\")\n", - "plt.plot(\n", - " np.linspace(val_interval, n_epochs, int(n_epochs / val_interval)),\n", - " val_epoch_loss_list,\n", - " linewidth=2.0,\n", - " label=\"Validation\",\n", - ")\n", - "plt.yticks(fontsize=12)\n", - "plt.xticks(fontsize=12)\n", - "plt.xlabel(\"Epochs\", fontsize=16)\n", - "plt.ylabel(\"Loss\", fontsize=16)\n", - "plt.legend(prop={\"size\": 14})" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "5f78c7ab", + "cell_type": "markdown", + "id": "8e5e2262", "metadata": {}, - "outputs": [], "source": [ "### Clean-up data directory" ] }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 22, "id": "ad55465b", "metadata": {}, "outputs": [], diff --git a/tutorials/generative/2d_ldm/2d_ldm_tutorial.py b/tutorials/generative/2d_ldm/2d_ldm_tutorial.py index 7b4d6edf..7c193141 100644 --- a/tutorials/generative/2d_ldm/2d_ldm_tutorial.py +++ b/tutorials/generative/2d_ldm/2d_ldm_tutorial.py @@ -15,17 +15,33 @@ # --- # # 2D Latent Diffusion Model - -# ## Set up environment using Colab # +# In this tutorial, we will walk through the process of using the MONAI Generative Models package to generate synthetic data using Latent Diffusion Models (LDM) [1, 2]. Specifically, we will focus on training an LDM to create synthetic X-ray images of hands from the MEDNIST dataset. +# +# [1] - Rombach et al. "High-Resolution Image Synthesis with Latent Diffusion Models" https://arxiv.org/abs/2112.10752 +# +# [2] - Pinaya et al. "Brain imaging generation with latent diffusion models" https://arxiv.org/abs/2209.07162 +# + +# ### Set up environment # !python -c "import monai" || pip install -q "monai-weekly[tqdm]" # !python -c "import matplotlib" || pip install -q matplotlib # %matplotlib inline -# ## Set up imports +# ### Setup imports # + +# Copyright 2020 MONAI Consortium +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# http://www.apache.org/licenses/LICENSE-2.0 +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. import os import shutil import tempfile @@ -38,7 +54,6 @@ from monai.apps import MedNISTDataset from monai.config import print_config from monai.data import DataLoader, Dataset -from monai.networks.layers import Act from monai.utils import first, set_determinism from torch.cuda.amp import GradScaler, autocast from tqdm import tqdm @@ -52,17 +67,20 @@ print_config() # - -# for reproducibility purposes set a seed +# ### Set deterministic training for reproducibility + set_determinism(42) -# ## Setup a data directory and download dataset +# ### Setup a data directory and download dataset # Specify a MONAI_DATA_DIRECTORY variable, where the data will be downloaded. If not specified a temporary directory will be used. directory = os.environ.get("MONAI_DATA_DIRECTORY") root_dir = tempfile.mkdtemp() if directory is None else directory print(root_dir) -# ## Download the training set +# ## Prepare training set data loader +# +# Here we will download the MEDNIST dataset and prepare the training set data loader. The MEDNIST dataset contains images of different body parts, including the hand, chest, and abdomen, in grayscale format. For this tutorial, we will use only the `Hand` class. We include data augmentation performed by the `RandAffine` transformation in the data transformations. train_data = MedNISTDataset(root_dir=root_dir, section="training", download=True, seed=0) train_datalist = [{"image": item["image"]} for item in train_data.data if item["class_name"] == "Hand"] @@ -84,9 +102,9 @@ ] ) train_ds = Dataset(data=train_datalist, transform=train_transforms) -train_loader = DataLoader(train_ds, batch_size=64, shuffle=True, num_workers=4) +train_loader = DataLoader(train_ds, batch_size=64, shuffle=True, num_workers=4, persistent_workers=True) -# ## Visualise examples from the training set +# ### Visualise examples from the training set # Plot 3 examples from the training set check_data = first(train_loader) @@ -96,7 +114,7 @@ ax[image_n].axis("off") -# ## Download the validation set +# ## Prepare validation set data loader val_data = MedNISTDataset(root_dir=root_dir, section="validation", download=True, seed=0) val_datalist = [{"image": item["image"]} for item in val_data.data if item["class_name"] == "Hand"] @@ -108,79 +126,68 @@ ] ) val_ds = Dataset(data=val_datalist, transform=val_transforms) -val_loader = DataLoader(val_ds, batch_size=64, shuffle=True, num_workers=4) +val_loader = DataLoader(val_ds, batch_size=64, shuffle=True, num_workers=4, persistent_workers=True) -# ## Define the network +# ## Autoencoder KL +# +# ### Define Autoencoder KL network, losses and optimiser +# +# In this section, we will define an autoencoder with KL-regularization for the LDM. The autoencoder's primary purpose is to transform input images into a latent representation that the diffusion model will subsequently learn. By doing so, we can decrease the computational resources required to train the diffusion component, making this approach suitable for learning high-resolution medical images. We will also specify the perceptual and adversarial losses, including the involved networks, and the optimizers to use during the training process. -device = torch.device("cuda" if torch.cuda.is_available() else "cpu") -print(f"Using {device}") +# + +device = torch.device("cuda") autoencoderkl = AutoencoderKL( spatial_dims=2, in_channels=1, out_channels=1, - num_channels=64, + num_channels=[128, 128, 256], latent_channels=3, - ch_mult=(1, 2, 2), - num_res_blocks=1, - norm_num_groups=32, - attention_levels=(False, False, True), + num_res_blocks=2, + attention_levels=(False, False, False), + with_encoder_nonlocal_attn=False, + with_decoder_nonlocal_attn=False, ) autoencoderkl = autoencoderkl.to(device) +# - -# + -unet = DiffusionModelUNet( - spatial_dims=2, in_channels=3, out_channels=3, num_res_blocks=1, num_channels=(128, 256, 256), num_head_channels=256 -) - -scheduler = DDPMScheduler(num_train_timesteps=1000, beta_schedule="linear", beta_start=0.0015, beta_end=0.0195) - -discriminator = PatchDiscriminator( - spatial_dims=2, - num_layers_d=3, - num_channels=32, - in_channels=1, - out_channels=1, - kernel_size=4, - activation=(Act.LEAKYRELU, {"negative_slope": 0.2}), - norm="BATCH", - bias=False, - padding=1, -) -discriminator.to(device) - -# + perceptual_loss = PerceptualLoss(spatial_dims=2, network_type="alex") perceptual_loss.to(device) perceptual_weight = 0.001 +# + +discriminator = PatchDiscriminator(spatial_dims=2, num_layers_d=3, num_channels=64, in_channels=1, out_channels=1) +discriminator = discriminator.to(device) + adv_loss = PatchAdversarialLoss(criterion="least_squares") adv_weight = 0.01 +# + optimizer_g = torch.optim.Adam(autoencoderkl.parameters(), lr=1e-4) optimizer_d = torch.optim.Adam(discriminator.parameters(), lr=5e-4) -# - +# For mixed precision training scaler_g = torch.cuda.amp.GradScaler() scaler_d = torch.cuda.amp.GradScaler() +# - -# ## Train AutoencoderKL +# ### Train model # It takes about ~55 min to train the model. # + kl_weight = 1e-6 n_epochs = 100 -val_interval = 6 +val_interval = 10 autoencoder_warm_up_n_epochs = 10 -epoch_recon_loss_list = [] -epoch_gen_loss_list = [] -epoch_disc_loss_list = [] -val_recon_epoch_loss_list = [] +epoch_recon_losses = [] +epoch_gen_losses = [] +epoch_disc_losses = [] +val_recon_losses = [] intermediary_images = [] -n_example_images = 4 +num_example_images = 4 for epoch in range(n_epochs): autoencoderkl.train() @@ -240,9 +247,9 @@ "disc_loss": disc_epoch_loss / (step + 1), } ) - epoch_recon_loss_list.append(epoch_loss / (step + 1)) - epoch_gen_loss_list.append(gen_epoch_loss / (step + 1)) - epoch_disc_loss_list.append(disc_epoch_loss / (step + 1)) + epoch_recon_losses.append(epoch_loss / (step + 1)) + epoch_gen_losses.append(gen_epoch_loss / (step + 1)) + epoch_disc_losses.append(disc_epoch_loss / (step + 1)) if (epoch + 1) % val_interval == 0: autoencoderkl.eval() @@ -253,20 +260,22 @@ with autocast(enabled=True): reconstruction, z_mu, z_sigma = autoencoderkl(images) - # Get the first sammple from the first validation batch for visualisation - # purposes + # Get the first reconstruction from the first validation batch for visualisation purposes if val_step == 1: - intermediary_images.append(reconstruction[:n_example_images, 0]) + intermediary_images.append(reconstruction[:num_example_images, 0]) recons_loss = F.l1_loss(images.float(), reconstruction.float()) val_loss += recons_loss.item() val_loss /= val_step - val_recon_epoch_loss_list.append(val_loss) + val_recon_losses.append(val_loss) print(f"epoch {epoch + 1} val loss: {val_loss:.4f}") progress_bar.close() +del discriminator +del perceptual_loss +torch.cuda.empty_cache() # - # ### Visualise the results from the autoencoderKL @@ -275,13 +284,31 @@ val_samples = np.linspace(n_epochs, val_interval, int(n_epochs / val_interval)) fig, ax = plt.subplots(nrows=5, ncols=1, sharey=True) for image_n in range(5): - reconstructions = torch.reshape(intermediary_images[image_n], (image_size * n_example_images, image_size)).T + reconstructions = torch.reshape(intermediary_images[image_n], (image_size * num_example_images, image_size)).T ax[image_n].imshow(reconstructions.cpu(), cmap="gray") ax[image_n].set_xticks([]) ax[image_n].set_yticks([]) ax[image_n].set_ylabel(f"Epoch {val_samples[image_n]:.0f}") -# ## Train Diffusion Model +# ## Diffusion Model +# +# ### Define diffusion model and scheduler +# +# In this section, we will define the diffusion model that will learn data distribution of the latent representation of the autoencoder. Together with the diffusion model, we define a beta scheduler responsible for defining the amount of noise tahat is added across the diffusion's model Markov chain. + +# + +unet = DiffusionModelUNet( + spatial_dims=2, + in_channels=3, + out_channels=3, + num_res_blocks=2, + num_channels=(128, 256, 512), + attention_levels=(False, True, True), + num_head_channels=(0, 256, 512), +) + +scheduler = DDPMScheduler(num_train_timesteps=1000, beta_schedule="linear", beta_start=0.0015, beta_end=0.0195) +# - # ### Scaling factor # @@ -303,6 +330,8 @@ inferer = LatentDiffusionInferer(scheduler, scale_factor=scale_factor) +# ### Train diffusion model +# # It takes about ~80 min to train the model. # + @@ -311,8 +340,8 @@ unet = unet.to(device) n_epochs = 200 val_interval = 40 -epoch_loss_list = [] -val_epoch_loss_list = [] +epoch_losses = [] +val_losses = [] scaler = GradScaler() for epoch in range(n_epochs): @@ -341,7 +370,7 @@ epoch_loss += loss.item() progress_bar.set_postfix({"loss": epoch_loss / (step + 1)}) - epoch_loss_list.append(epoch_loss / (step + 1)) + epoch_losses.append(epoch_loss / (step + 1)) if (epoch + 1) % val_interval == 0: unet.eval() @@ -370,7 +399,7 @@ val_loss += loss.item() val_loss /= val_step - val_epoch_loss_list.append(val_loss) + val_losses.append(val_loss) print(f"Epoch {epoch} val loss: {val_loss:.4f}") # Sampling image during training @@ -392,21 +421,34 @@ # - +# ### Plot learning curves + +plt.figure() +plt.title("Learning Curves", fontsize=20) +plt.plot(np.linspace(1, n_epochs, n_epochs), epoch_losses, linewidth=2.0, label="Train") +plt.plot( + np.linspace(val_interval, n_epochs, int(n_epochs / val_interval)), val_losses, linewidth=2.0, label="Validation" +) +plt.yticks(fontsize=12) +plt.xticks(fontsize=12) +plt.xlabel("Epochs", fontsize=16) +plt.ylabel("Loss", fontsize=16) +plt.legend(prop={"size": 14}) + + # ### Plotting sampling example +# +# Finally, we generate an image with our LDM. For that, we will initialize a latent representation with just noise. Then, we will use the `unet` to perform 1000 denoising steps. For every 100 steps, we store the noisy intermediary samples. In the last step, we decode all latent representations and plot how the image looks like across the sampling process. # + unet.eval() -image = torch.randn((1, 1, 64, 64)) -image = image.to(device) scheduler.set_timesteps(num_inference_steps=1000) +noise = torch.randn((1, 3, 16, 16)) +noise = noise.to(device) with torch.no_grad(): - z_mu, z_sigma = autoencoderkl.encode(image) - z = autoencoderkl.sampling(z_mu, z_sigma) - - noise = torch.randn_like(z).to(device) image, intermediates = inferer.sample( - input_noise=z, + input_noise=noise, diffusion_model=unet, scheduler=scheduler, save_intermediates=True, @@ -417,7 +459,7 @@ # - -# Invert the autoencoderKL model +# Decode latent representation of the intermediary images decoded_images = [] for image in intermediates: with torch.no_grad(): @@ -430,26 +472,7 @@ plt.axis("off") -# ## Plot learning curves -plt.figure() -plt.title("Learning Curves", fontsize=20) -plt.plot(np.linspace(1, n_epochs, n_epochs), epoch_loss_list, linewidth=2.0, label="Train") -plt.plot( - np.linspace(val_interval, n_epochs, int(n_epochs / val_interval)), - val_epoch_loss_list, - linewidth=2.0, - label="Validation", -) -plt.yticks(fontsize=12) -plt.xticks(fontsize=12) -plt.xlabel("Epochs", fontsize=16) -plt.ylabel("Loss", fontsize=16) -plt.legend(prop={"size": 14}) - - -# + -### Clean-up data directory -# - +# ### Clean-up data directory if directory is None: shutil.rmtree(root_dir)