From e154062689e9b26a2877b9a1c0826abc6565097e Mon Sep 17 00:00:00 2001 From: Joseph Paul Cohen Date: Tue, 12 Mar 2024 23:48:05 -0700 Subject: [PATCH 1/4] debugging --- scripts/medical_mae_example.ipynb | 340 +++++++++++++++++ torchxrayvision/baseline_models/__init__.py | 1 + .../baseline_models/medical_mae/__init__.py | 1 + .../baseline_models/medical_mae/models_mae.py | 356 ++++++++++++++++++ .../medical_mae/models_mae_cnn.py | 109 ++++++ .../baseline_models/medical_mae/pos_embed.py | 96 +++++ 6 files changed, 903 insertions(+) create mode 100644 scripts/medical_mae_example.ipynb create mode 100644 torchxrayvision/baseline_models/medical_mae/__init__.py create mode 100644 torchxrayvision/baseline_models/medical_mae/models_mae.py create mode 100644 torchxrayvision/baseline_models/medical_mae/models_mae_cnn.py create mode 100644 torchxrayvision/baseline_models/medical_mae/pos_embed.py diff --git a/scripts/medical_mae_example.ipynb b/scripts/medical_mae_example.ipynb new file mode 100644 index 0000000..342bcc3 --- /dev/null +++ b/scripts/medical_mae_example.ipynb @@ -0,0 +1,340 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "import os,sys\n", + "sys.path.insert(0,\"..\")\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import torch\n", + "import torchvision\n", + "import pandas as pd\n", + "import dataset_utils\n", + "import torchxrayvision as xrv" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "img = xrv.utils.load_image(\"../tests/00027426_000.png\")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "transforms = torchvision.transforms.Compose([xrv.datasets.XRayCenterCrop(),\n", + " xrv.datasets.XRayResizer(224)])" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "img = transforms(img)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "ae = xrv.baseline_models.medical_mae.models_mae_cnn.MaskedAutoencoderCNN()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "weights = torch.load(\"/Users/ieee8023/.torchxrayvision/models_data/densenet121_CXR_0.3M_mae.pth\", map_location=torch.device('cpu'))" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "for k in [\"optimizer\", \"epoch\", \"scaler\", \"args\"]:\n", + " del weights[k]" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ae.load_state_dict(weights['model'])" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(img[0], cmap=\"grey\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(tensor(-2.0063), tensor(1.7184))" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x = torch.from_numpy(img[None,...]).repeat(1, 3, 1, 1)\n", + "# currently between -1024, 1024\n", + "\n", + "x = (x + 1024) / 2048\n", + "# now between [0,1] for transforms.Normalize\n", + "\n", + "x = torchvision.transforms.Normalize([0.5056, 0.5056, 0.5056], [0.252, 0.252, 0.252])(x)\n", + "\n", + "x.min(), x.max()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "with torch.no_grad():\n", + " o = ae.forward(x, 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(tensor(-3.3308), tensor(3.9422))" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "o[1].min(), o[1].max()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(tensor(1.2439),\n", + " tensor([[[[ 0.8480, 0.1172, -0.5470, ..., -1.5266, -1.7128, -2.1854],\n", + " [-0.1035, -0.3645, -0.6548, ..., -2.5572, -2.8032, -2.9196],\n", + " [-0.8739, -0.4064, 0.2252, ..., -2.4911, -2.9597, -3.1294],\n", + " ...,\n", + " [-1.5735, -1.1530, -0.6792, ..., -2.3673, -2.5828, -2.5903],\n", + " [-1.7591, -1.5852, -1.1831, ..., -2.4129, -2.5797, -2.5523],\n", + " [-1.5787, -1.5628, -1.2354, ..., -2.1940, -2.2655, -2.2699]],\n", + " \n", + " [[ 0.9859, 0.2511, -0.4242, ..., -1.4858, -1.6586, -2.1493],\n", + " [ 0.0356, -0.2367, -0.5342, ..., -2.5634, -2.8032, -2.9111],\n", + " [-0.7490, -0.2767, 0.3571, ..., -2.5052, -2.9871, -3.1506],\n", + " ...,\n", + " [-1.4586, -1.0342, -0.5573, ..., -2.3869, -2.5887, -2.5657],\n", + " [-1.6553, -1.4695, -1.0623, ..., -2.4223, -2.5701, -2.5040],\n", + " [-1.4952, -1.4518, -1.1132, ..., -2.1713, -2.2203, -2.2149]],\n", + " \n", + " [[ 1.1781, 0.4631, -0.2103, ..., -1.3810, -1.5215, -2.0174],\n", + " [ 0.2624, -0.0194, -0.3184, ..., -2.5419, -2.7471, -2.8488],\n", + " [-0.5295, -0.0631, 0.5682, ..., -2.4966, -2.9730, -3.1248],\n", + " ...,\n", + " [-1.2287, -0.8204, -0.3545, ..., -2.3707, -2.5352, -2.4478],\n", + " [-1.4345, -1.2462, -0.8488, ..., -2.3790, -2.4757, -2.3469],\n", + " [-1.3124, -1.2336, -0.8863, ..., -2.0628, -2.0623, -2.0475]]]]),\n", + " tensor([[0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0.]]))" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "o" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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-------------------------------------------------------------------------- + # MAE encoder specifics + self.patch_embed = PatchEmbed(img_size, patch_size, in_chans, embed_dim) + num_patches = self.patch_embed.num_patches + + self.cls_token = nn.Parameter(torch.zeros(1, 1, embed_dim)) + self.pos_embed = nn.Parameter(torch.zeros(1, num_patches + 1, embed_dim), + requires_grad=False) # fixed sin-cos embedding + + self.blocks = nn.ModuleList([ + Block(embed_dim, num_heads, mlp_ratio, qkv_bias=True, norm_layer=norm_layer) + for i in range(depth)]) + self.norm = norm_layer(embed_dim) + # -------------------------------------------------------------------------- + + # -------------------------------------------------------------------------- + # MAE decoder specifics + self.decoder_embed = nn.Linear(embed_dim, decoder_embed_dim, bias=True) + + self.mask_token = nn.Parameter(torch.zeros(1, 1, decoder_embed_dim)) + + self.decoder_pos_embed = nn.Parameter(torch.zeros(1, num_patches + 1, decoder_embed_dim), + requires_grad=False) # fixed sin-cos embedding + + self.decoder_blocks = nn.ModuleList([ + Block(decoder_embed_dim, decoder_num_heads, mlp_ratio, qkv_bias=True, norm_layer=norm_layer) + for i in range(decoder_depth)]) + + self.decoder_norm = norm_layer(decoder_embed_dim) + self.decoder_pred = nn.Linear(decoder_embed_dim, patch_size ** 2 * in_chans, bias=True) # decoder to patch + # -------------------------------------------------------------------------- + + self.norm_pix_loss = norm_pix_loss + + self.initialize_weights() + # if heatmap is not None: + # self.heatmap_weights = self.extract_patch_weights(heatmap, img_size, patch_size, + # weight_min=weight_range[0], weight_max=weight_range[1], + # heatmap_binary_threshold=heatmap_binary_threshold) + # + + self.img_size = img_size + self.patch_size = patch_size + self.mask_strategy = mask_strategy + self.local_attention_mask = self.get_local_attention_mask(img_size, patch_size)#.cuda() + + # def extract_patch_weights(self, heatmap, img_size, patch_size, weight_min=0.1, weight_max=1.0, + # heatmap_binary_threshold=None): + # heatmap = cv2.resize(heatmap, (img_size, img_size), interpolation=cv2.INTER_AREA) + # heatmap = heatmap[:, :, 0] # only need one channel for mask + # heatmap = heatmap.astype(np.float32) + # + # if heatmap_binary_threshold is not None: + # if heatmap_binary_threshold == 'mean': + # threshold = np.mean(heatmap) + # else: + # raise NotImplementedError + # heatmap = (heatmap > threshold).astype(np.float32) + # + # heatmap = torch.tensor(heatmap) + # h = w = heatmap.shape[0] // patch_size + # heatmap = heatmap.reshape(h, patch_size, w, patch_size) + # heatmap = torch.einsum('hpwq->hwpq', heatmap) + # heatmap_weights = heatmap.reshape(h * w, patch_size ** 2).sum(dim=-1) + # print('**************************') + # print(weight_min, weight_max) + # print('**************************') + # heatmap_weights = (heatmap_weights / heatmap_weights.max() * (weight_max - weight_min) + weight_min) + # return heatmap_weights + + def get_local_attention_mask(self, img_size, patch_size): + h = w = img_size // patch_size + masks = [] + for i in range(h): + for j in range(w): + mask = torch.zeros(h, w) + + x_min = max(0, i - 1) + x_max = min(h - 1, i + 1) + y_min = max(0, j - 1) + y_max = min(w - 1, j + 1) + + mask[x_min:x_max + 1, y_min:y_max + 1] = 1 + # print(x_min, x_max, y_min, y_max) + masks.append(mask.flatten()) + masks = torch.stack(masks, dim=0).unsqueeze(dim=0) + return masks + + + def initialize_weights(self): + # initialization + # initialize (and freeze) pos_embed by sin-cos embedding + pos_embed = get_2d_sincos_pos_embed(self.pos_embed.shape[-1], int(self.patch_embed.num_patches ** .5), + cls_token=True) + self.pos_embed.data.copy_(torch.from_numpy(pos_embed).float().unsqueeze(0)) + + decoder_pos_embed = get_2d_sincos_pos_embed(self.decoder_pos_embed.shape[-1], + int(self.patch_embed.num_patches ** .5), cls_token=True) + self.decoder_pos_embed.data.copy_(torch.from_numpy(decoder_pos_embed).float().unsqueeze(0)) + + # initialize patch_embed like nn.Linear (instead of nn.Conv2d) + w = self.patch_embed.proj.weight.data + torch.nn.init.xavier_uniform_(w.view([w.shape[0], -1])) + + # timm's trunc_normal_(std=.02) is effectively normal_(std=0.02) as cutoff is too big (2.) + torch.nn.init.normal_(self.cls_token, std=.02) + torch.nn.init.normal_(self.mask_token, std=.02) + + # initialize nn.Linear and nn.LayerNorm + self.apply(self._init_weights) + + def _init_weights(self, m): + if isinstance(m, nn.Linear): + # we use xavier_uniform following official JAX ViT: + torch.nn.init.xavier_uniform_(m.weight) + if isinstance(m, nn.Linear) and m.bias is not None: + nn.init.constant_(m.bias, 0) + elif isinstance(m, nn.LayerNorm): + nn.init.constant_(m.bias, 0) + nn.init.constant_(m.weight, 1.0) + + def patchify(self, imgs): + """ + imgs: (N, 3, H, W) + x: (N, L, patch_size**2 *3) + """ + p = self.patch_embed.patch_size[0] + assert imgs.shape[2] == imgs.shape[3] and imgs.shape[2] % p == 0 + + h = w = imgs.shape[2] // p + x = imgs.reshape(shape=(imgs.shape[0], 3, h, p, w, p)) + x = torch.einsum('nchpwq->nhwpqc', x) + x = x.reshape(shape=(imgs.shape[0], h * w, p ** 2 * 3)) + return x + + def unpatchify(self, x): + """ + x: (N, L, patch_size**2 *3) + imgs: (N, 3, H, W) + """ + p = self.patch_embed.patch_size[0] + h = w = int(x.shape[1] ** .5) + assert h * w == x.shape[1] + + x = x.reshape(shape=(x.shape[0], h, w, p, p, 3)) + x = torch.einsum('nhwpqc->nchpwq', x) + imgs = x.reshape(shape=(x.shape[0], 3, h * p, h * p)) + return imgs + + def random_masking(self, x, mask_ratio): + """ + Perform per-sample random masking by per-sample shuffling. + Per-sample shuffling is done by argsort random noise. + x: [N, L, D], sequence + """ + N, L, D = x.shape # batch, length, dim + len_keep = int(L * (1 - mask_ratio)) + + noise = torch.rand(N, L, device=x.device) # noise in [0, 1] + + + # sort noise for each sample + ids_shuffle = torch.argsort(noise, dim=1) # ascend: small is keep, large is remove + ids_restore = torch.argsort(ids_shuffle, dim=1) + + # keep the first subset + ids_keep = ids_shuffle[:, :len_keep] + x_masked = torch.gather(x, dim=1, index=ids_keep.unsqueeze(-1).repeat(1, 1, D)) + + # generate the binary mask: 0 is keep, 1 is remove + mask = torch.ones([N, L], device=x.device) + mask[:, :len_keep] = 0 + # unshuffle to get the binary mask + mask = torch.gather(mask, dim=1, index=ids_restore) + + return x_masked, mask, ids_restore + + def forward_encoder(self, x, mask_ratio): + # embed patches + x = self.patch_embed(x) + + # add pos embed w/o cls token + + x = x + self.pos_embed[:, 1:, :] + + x, mask, ids_restore = self.random_masking(x, mask_ratio) + + # append cls token + cls_token = self.cls_token + self.pos_embed[:, :1, :] + cls_tokens = cls_token.expand(x.shape[0], -1, -1) + x = torch.cat((cls_tokens, x), dim=1) + + # apply Transformer blocks + for blk in self.blocks: + x = blk(x) + x = self.norm(x) + + return x, mask, ids_restore + + def forward_decoder(self, x, ids_restore): + # embed tokens + x = self.decoder_embed(x) + + # append mask tokens to sequence + mask_tokens = self.mask_token.repeat(x.shape[0], ids_restore.shape[1] + 1 - x.shape[1], 1) + x_ = torch.cat([x[:, 1:, :], mask_tokens], dim=1) # no cls token + x_ = torch.gather(x_, dim=1, index=ids_restore.unsqueeze(-1).repeat(1, 1, x.shape[2])) # unshuffle + x = torch.cat([x[:, :1, :], x_], dim=1) # append cls token + + # add pos embed + x = x + self.decoder_pos_embed + + # apply Transformer blocks + for blk in self.decoder_blocks: + x = blk(x) + x = self.decoder_norm(x) + + # predictor projection + x = self.decoder_pred(x) + + # remove cls token + x = x[:, 1:, :] + + return x + + def forward_loss(self, imgs, pred, mask): + """ + imgs: [N, 3, H, W] + pred: [N, L, p*p*3] + mask: [N, L], 0 is keep, 1 is remove, + """ + target = self.patchify(imgs) + if self.norm_pix_loss: + mean = target.mean(dim=-1, keepdim=True) + var = target.var(dim=-1, keepdim=True) + target = (target - mean) / (var + 1.e-6) ** .5 + + loss = (pred - target) ** 2 + loss = loss.mean(dim=-1) # [N, L], mean loss per patch + + loss = (loss * mask).sum() / mask.sum() # mean loss on removed patches + return loss + + def forward(self, imgs, mask_ratio=0.75, heatmaps=None): + if heatmaps is not None: + latent, mask, ids_restore = self.forward_encoder(imgs, mask_ratio, heatmaps) + else: + latent, mask, ids_restore = self.forward_encoder(imgs, mask_ratio) + pred = self.forward_decoder(latent, ids_restore) # [N, L, p*p*3] + loss = self.forward_loss(imgs, pred, mask) + return loss, pred, mask + + +def mae_vit_small_patch16_dec128d2b(**kwargs): + model = MaskedAutoencoderViT( + patch_size=16, embed_dim=384, depth=12, num_heads=6, + decoder_embed_dim=128, decoder_depth=2, decoder_num_heads=16, + mlp_ratio=4, norm_layer=partial(nn.LayerNorm, eps=1e-6), **kwargs) + return model + + +def mae_vit_small_patch16_dec512d8b(**kwargs): + model = MaskedAutoencoderViT( + patch_size=16, embed_dim=384, depth=12, num_heads=6, + decoder_embed_dim=512, decoder_depth=8, decoder_num_heads=16, + mlp_ratio=4, norm_layer=partial(nn.LayerNorm, eps=1e-6), **kwargs) + return model + + +def mae_vit_small_patch16_dec512d2b(**kwargs): + model = MaskedAutoencoderViT( + patch_size=16, embed_dim=384, depth=12, num_heads=6, + decoder_embed_dim=512, decoder_depth=2, decoder_num_heads=16, + mlp_ratio=4, norm_layer=partial(nn.LayerNorm, eps=1e-6), **kwargs) + return model + + +def mae_vit_small_patch16_dec512d2b_448(**kwargs): + model = MaskedAutoencoderViT( + img_size=448, patch_size=16, embed_dim=384, depth=12, num_heads=6, + decoder_embed_dim=512, decoder_depth=2, decoder_num_heads=16, + mlp_ratio=4, norm_layer=partial(nn.LayerNorm, eps=1e-6), **kwargs) + return model + + +def mae_vit_base_patch16_dec512d2b(**kwargs): + model = MaskedAutoencoderViT( + patch_size=16, embed_dim=768, depth=12, num_heads=12, + decoder_embed_dim=512, decoder_depth=2, decoder_num_heads=16, + mlp_ratio=4, norm_layer=partial(nn.LayerNorm, eps=1e-6), **kwargs) + return model + + +def mae_vit_base_patch16_dec512d8b(**kwargs): + model = MaskedAutoencoderViT( + patch_size=16, embed_dim=768, depth=12, num_heads=12, + decoder_embed_dim=512, decoder_depth=8, decoder_num_heads=16, + mlp_ratio=4, norm_layer=partial(nn.LayerNorm, eps=1e-6), **kwargs) + return model + + +def mae_vit_large_patch16_dec512d8b(**kwargs): + model = MaskedAutoencoderViT( + patch_size=16, embed_dim=1024, depth=24, num_heads=16, + decoder_embed_dim=512, decoder_depth=8, decoder_num_heads=16, + mlp_ratio=4, norm_layer=partial(nn.LayerNorm, eps=1e-6), **kwargs) + return model + + +def mae_vit_huge_patch14_dec512d8b(**kwargs): + model = MaskedAutoencoderViT( + patch_size=14, embed_dim=1280, depth=32, num_heads=16, + decoder_embed_dim=512, decoder_depth=8, decoder_num_heads=16, + mlp_ratio=4, norm_layer=partial(nn.LayerNorm, eps=1e-6), **kwargs) + return model + + +# set recommended archs +mae_vit_small_patch16_dec512d8 = mae_vit_small_patch16_dec512d8b +mae_vit_small_patch16_dec512d2 = mae_vit_small_patch16_dec512d2b +mae_vit_small_patch16 = mae_vit_small_patch16_dec128d2b +mae_vit_base_patch16_dec512d2 = mae_vit_base_patch16_dec512d2b +mae_vit_base_patch16 = mae_vit_base_patch16_dec512d8b # decoder: 512 dim, 8 blocks +mae_vit_large_patch16 = mae_vit_large_patch16_dec512d8b # decoder: 512 dim, 8 blocks +mae_vit_huge_patch14 = mae_vit_huge_patch14_dec512d8b # decoder: 512 dim, 8 blocks diff --git a/torchxrayvision/baseline_models/medical_mae/models_mae_cnn.py b/torchxrayvision/baseline_models/medical_mae/models_mae_cnn.py new file mode 100644 index 0000000..9a6182f --- /dev/null +++ b/torchxrayvision/baseline_models/medical_mae/models_mae_cnn.py @@ -0,0 +1,109 @@ +# Copyright (c) Meta Platforms, Inc. and affiliates. +# All rights reserved. + +# This source code is licensed under the license found in the +# LICENSE file in the root directory of this source tree. +# -------------------------------------------------------- +# References: +# timm: https://github.com/rwightman/pytorch-image-models/tree/master/timm +# DeiT: https://github.com/facebookresearch/deit +# -------------------------------------------------------- + +import torch +import torch.nn as nn + +import segmentation_models_pytorch as smp + + +class MaskedAutoencoderCNN(nn.Module): + """ Masked Autoencoder with VisionTransformer backbone + """ + + def __init__(self, img_size=224, patch_size=16, model_arch='Unet', encoder_name='densenet121'): + super().__init__() + # -------------------------------------------------------------------------- + # MAE encoder specifics + + self.model = smp.__dict__[model_arch]( + encoder_name=encoder_name, # choose encoder, e.g. mobilenet_v2 or efficientnet-b7 + encoder_weights=None, # use `imagenet` pre-trained weights for encoder initialization + in_channels=3, # model input channels (1 for gray-scale images, 3 for RGB, etc.) + classes=3, # model output channels (number of classes in your dataset) + ) + + self.img_size = img_size + self.patch_size = patch_size + + def patchify(self, imgs): + """ + imgs: (N, 3, H, W) + x: (N, L, patch_size**2 *3) + """ + p = self.patch_size + assert imgs.shape[2] == imgs.shape[3] and imgs.shape[2] % p == 0 + h = w = imgs.shape[2] // p + x = imgs.reshape(shape=(imgs.shape[0], 3, h, p, w, p)) + x = torch.einsum('nchpwq->nhwpqc', x) + x = x.reshape(shape=(imgs.shape[0], h * w, p ** 2 * 3)) + return x + + def unpatchify(self, x): + """ + x: (N, L, patch_size**2 *3) + imgs: (N, 3, H, W) + """ + p = self.patch_size + h = w = int(x.shape[1] ** .5) + assert h * w == x.shape[1] + + x = x.reshape(shape=(x.shape[0], h, w, p, p, 3)) + x = torch.einsum('nhwpqc->nchpwq', x) + imgs = x.reshape(shape=(x.shape[0], 3, h * p, h * p)) + return imgs + + def random_masking(self, imgs, mask_ratio, heatmaps=None): + """ + Perform per-sample random masking by per-sample shuffling. + Per-sample shuffling is done by argsort random noise. + x: [N, L, D], sequence + """ + x = self.patchify(imgs) + N, L, D = x.shape # batch, length, dim + + len_keep = int(L * (1 - mask_ratio)) + + noise = torch.rand(N, L, device=x.device) # noise in [0, 1] + + # sort noise for each sample + ids_shuffle = torch.argsort(noise, dim=1) # ascend: small is keep, large is remove + ids_restore = torch.argsort(ids_shuffle, dim=1) + + # generate the binary mask: 0 is keep, 1 is remove + mask = torch.ones([N, L], device=x.device) + mask[:, :len_keep] = 0 + # unshuffle to get the binary mask + mask = torch.gather(mask, dim=1, index=ids_restore) + + x_masked = self.unpatchify(x * (1 - mask.unsqueeze(-1))) + return x_masked, mask, ids_restore + + def forward_loss(self, imgs, pred, mask): + """ + imgs: [N, 3, H, W] + pred: [N, L, p*p*3] + mask: [N, L], 0 is keep, 1 is remove, + """ + target = imgs + + loss = (pred - target) ** 2 + loss = loss.mean() + # loss = (loss * mask).sum() / mask.sum() # mean loss on removed patches + return loss + + def forward(self, imgs, mask_ratio=0.75, heatmaps=None): + imgs_masked, mask, ids_restore = self.random_masking(imgs, mask_ratio) + pred = self.model(imgs_masked) + loss = self.forward_loss(imgs, pred, mask) + return loss, pred, mask + + diff --git a/torchxrayvision/baseline_models/medical_mae/pos_embed.py b/torchxrayvision/baseline_models/medical_mae/pos_embed.py new file mode 100644 index 0000000..5c8082b --- /dev/null +++ b/torchxrayvision/baseline_models/medical_mae/pos_embed.py @@ -0,0 +1,96 @@ +# Copyright (c) Meta Platforms, Inc. and affiliates. +# All rights reserved. + +# This source code is licensed under the license found in the +# LICENSE file in the root directory of this source tree. +# -------------------------------------------------------- +# Position embedding utils +# -------------------------------------------------------- + +import numpy as np + +import torch + +# -------------------------------------------------------- +# 2D sine-cosine position embedding +# References: +# Transformer: https://github.com/tensorflow/models/blob/master/official/nlp/transformer/model_utils.py +# MoCo v3: https://github.com/facebookresearch/moco-v3 +# -------------------------------------------------------- +def get_2d_sincos_pos_embed(embed_dim, grid_size, cls_token=False): + """ + grid_size: int of the grid height and width + return: + pos_embed: [grid_size*grid_size, embed_dim] or [1+grid_size*grid_size, embed_dim] (w/ or w/o cls_token) + """ + grid_h = np.arange(grid_size, dtype=np.float32) + grid_w = np.arange(grid_size, dtype=np.float32) + grid = np.meshgrid(grid_w, grid_h) # here w goes first + grid = np.stack(grid, axis=0) + + grid = grid.reshape([2, 1, grid_size, grid_size]) + pos_embed = get_2d_sincos_pos_embed_from_grid(embed_dim, grid) + if cls_token: + pos_embed = np.concatenate([np.zeros([1, embed_dim]), pos_embed], axis=0) + return pos_embed + + +def get_2d_sincos_pos_embed_from_grid(embed_dim, grid): + assert embed_dim % 2 == 0 + + # use half of dimensions to encode grid_h + emb_h = get_1d_sincos_pos_embed_from_grid(embed_dim // 2, grid[0]) # (H*W, D/2) + emb_w = get_1d_sincos_pos_embed_from_grid(embed_dim // 2, grid[1]) # (H*W, D/2) + + emb = np.concatenate([emb_h, emb_w], axis=1) # (H*W, D) + return emb + + +def get_1d_sincos_pos_embed_from_grid(embed_dim, pos): + """ + embed_dim: output dimension for each position + pos: a list of positions to be encoded: size (M,) + out: (M, D) + """ + assert embed_dim % 2 == 0 + omega = np.arange(embed_dim // 2, dtype=float) + omega /= embed_dim / 2. + omega = 1. / 10000**omega # (D/2,) + + pos = pos.reshape(-1) # (M,) + out = np.einsum('m,d->md', pos, omega) # (M, D/2), outer product + + emb_sin = np.sin(out) # (M, D/2) + emb_cos = np.cos(out) # (M, D/2) + + emb = np.concatenate([emb_sin, emb_cos], axis=1) # (M, D) + return emb + + +# -------------------------------------------------------- +# Interpolate position embeddings for high-resolution +# References: +# DeiT: https://github.com/facebookresearch/deit +# -------------------------------------------------------- +def interpolate_pos_embed(model, checkpoint_model): + if 'pos_embed' in checkpoint_model: + pos_embed_checkpoint = checkpoint_model['pos_embed'] + embedding_size = pos_embed_checkpoint.shape[-1] + num_patches = model.patch_embed.num_patches + num_extra_tokens = model.pos_embed.shape[-2] - num_patches + # height (== width) for the checkpoint position embedding + orig_size = int((pos_embed_checkpoint.shape[-2] - num_extra_tokens) ** 0.5) + # height (== width) for the new position embedding + new_size = int(num_patches ** 0.5) + # class_token and dist_token are kept unchanged + if orig_size != new_size: + print("Position interpolate from %dx%d to %dx%d" % (orig_size, orig_size, new_size, new_size)) + extra_tokens = pos_embed_checkpoint[:, :num_extra_tokens] + # only the position tokens are interpolated + pos_tokens = pos_embed_checkpoint[:, num_extra_tokens:] + pos_tokens = pos_tokens.reshape(-1, orig_size, orig_size, embedding_size).permute(0, 3, 1, 2) + pos_tokens = torch.nn.functional.interpolate( + pos_tokens, size=(new_size, new_size), mode='bicubic', align_corners=False) + pos_tokens = pos_tokens.permute(0, 2, 3, 1).flatten(1, 2) + new_pos_embed = torch.cat((extra_tokens, pos_tokens), dim=1) + checkpoint_model['pos_embed'] = new_pos_embed From 505b6610d7ed43c9e018fd68d4ab09a641e06be3 Mon Sep 17 00:00:00 2001 From: Joseph Paul Cohen Date: Tue, 12 Mar 2024 23:48:39 -0700 Subject: [PATCH 2/4] add license --- .../baseline_models/medical_mae/LICENSE | 201 ++++++++++++++++++ 1 file changed, 201 insertions(+) create mode 100644 torchxrayvision/baseline_models/medical_mae/LICENSE diff --git a/torchxrayvision/baseline_models/medical_mae/LICENSE b/torchxrayvision/baseline_models/medical_mae/LICENSE new file mode 100644 index 0000000..bceb8a9 --- /dev/null +++ b/torchxrayvision/baseline_models/medical_mae/LICENSE @@ -0,0 +1,201 @@ + Apache License + Version 2.0, January 2004 + http://www.apache.org/licenses/ + + TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION + + 1. 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From c44435011d97288e4af7d458dab95dc7ed6e6790 Mon Sep 17 00:00:00 2001 From: Joseph Paul Cohen Date: Tue, 12 Mar 2024 23:54:32 -0700 Subject: [PATCH 3/4] edit example --- scripts/medical_mae_example.ipynb | 60 ++++++++++++++++++------------- 1 file changed, 35 insertions(+), 25 deletions(-) diff --git a/scripts/medical_mae_example.ipynb b/scripts/medical_mae_example.ipynb index 342bcc3..d3118c0 100644 --- a/scripts/medical_mae_example.ipynb +++ b/scripts/medical_mae_example.ipynb @@ -12,7 +12,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -36,7 +36,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -45,7 +45,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ @@ -55,7 +55,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -64,7 +64,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -73,7 +73,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -82,17 +82,27 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 16, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "Namespace(batch_size=256, epochs=800, accum_iter=1, model='densenet121', input_size=224, mask_ratio=0.75, norm_pix_loss=False, weight_decay=0.05, lr=0.0012, blr=0.00015, min_lr=0.0, warmup_epochs=40, data_path='/datasets01/imagenet_full_size/061417/', output_dir='./work_dirs/pretrain_exp74_chexpert_nih_densenet121_unet_800e_224_mask75_random_RRC_bs2048_fixed_e1/', log_dir='./work_dirs/pretrain_exp74_chexpert_nih_densenet121_unet_800e_224_mask75_random_RRC_bs2048_fixed_e1/', device='cuda', seed=0, resume='', start_epoch=0, num_workers=8, pin_mem=True, world_size=8, local_rank=-1, dist_on_itp=False, dist_url='env://', train_list=None, random_resize_range=[0.5, 1.0], fixed_lr=False, mask_strategy='random', weight_range=[0.1, 1.0], heatmap_binary_threshold=None, repeated_aug=False, datasets_names=['chexpert', 'chestxray_nih'], rank=0, gpu=0, distributed=True, dist_backend='nccl')" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "for k in [\"optimizer\", \"epoch\", \"scaler\", \"args\"]:\n", - " del weights[k]" + "weights['args']" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -101,7 +111,7 @@ "" ] }, - "execution_count": 11, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -112,16 +122,16 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 12, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, @@ -149,7 +159,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -158,7 +168,7 @@ "(tensor(-2.0063), tensor(1.7184))" ] }, - "execution_count": 16, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" } @@ -184,7 +194,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -194,7 +204,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 13, "metadata": {}, "outputs": [ { @@ -203,7 +213,7 @@ "(tensor(-3.3308), tensor(3.9422))" ] }, - "execution_count": 18, + "execution_count": 13, "metadata": {}, "output_type": "execute_result" } @@ -214,7 +224,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 14, "metadata": {}, "outputs": [ { @@ -255,7 +265,7 @@ " 0., 0., 0., 0.]]))" ] }, - "execution_count": 19, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -266,16 +276,16 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 20, + "execution_count": 15, "metadata": {}, "output_type": "execute_result" }, From 4fa907a53b9eb3ce722f833f1409f6099c38a63f Mon Sep 17 00:00:00 2001 From: Joseph Paul Cohen Date: Wed, 13 Mar 2024 22:38:23 -0700 Subject: [PATCH 4/4] add vit notebook --- scripts/medical_mae_vit_example.ipynb | 350 ++++++++++++++++++++++++++ 1 file changed, 350 insertions(+) create mode 100644 scripts/medical_mae_vit_example.ipynb diff --git a/scripts/medical_mae_vit_example.ipynb b/scripts/medical_mae_vit_example.ipynb new file mode 100644 index 0000000..03a3d32 --- /dev/null +++ b/scripts/medical_mae_vit_example.ipynb @@ -0,0 +1,350 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/homebrew/lib/python3.11/site-packages/pytorch_lightning/utilities/distributed.py:258: LightningDeprecationWarning: `pytorch_lightning.utilities.distributed.rank_zero_only` has been deprecated in v1.8.1 and will be removed in v2.0.0. You can import it from `pytorch_lightning.utilities` instead.\n", + " rank_zero_deprecation(\n" + ] + } + ], + "source": [ + "import os,sys\n", + "sys.path.insert(0,\"..\")\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import torch\n", + "import torchvision\n", + "import pandas as pd\n", + "import dataset_utils\n", + "import torchxrayvision as xrv" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "img = xrv.utils.load_image(\"../tests/00027426_000.png\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "transforms = torchvision.transforms.Compose([xrv.datasets.XRayCenterCrop(),\n", + " xrv.datasets.XRayResizer(224)])" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "img = transforms(img)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# ae = xrv.baseline_models.medical_mae.models_mae.mae_vit_small_patch16_dec512d2b()\n", + "# weights = torch.load(\"/Users/ieee8023/.torchxrayvision/models_data/vit-s_CXR_0.3M_mae.pth\", map_location=torch.device('cpu'))" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "ae = xrv.baseline_models.medical_mae.models_mae.mae_vit_base_patch16_dec512d8b()\n", + "weights = torch.load(\"/Users/ieee8023/.torchxrayvision/models_data/vit-b_CXR_0.5M_mae.pth\", map_location=torch.device('cpu'))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Namespace(batch_size=256, epochs=800, accum_iter=1, model='mae_vit_base_patch16_dec512d8b', input_size=224, mask_ratio=0.9, norm_pix_loss=False, weight_decay=0.05, lr=0.0012, blr=0.00015, min_lr=0.0, warmup_epochs=40, data_path='/datasets01/imagenet_full_size/061417/', output_dir='./work_dirs/pretrain_exp71_chexpert_nih_mimic_vit_base_800e_224_mask90_random_RRC_bs2048_e1/', log_dir='./work_dirs/pretrain_exp71_chexpert_nih_mimic_vit_base_800e_224_mask90_random_RRC_bs2048_e1/', device='cuda', seed=0, resume='', start_epoch=0, num_workers=8, pin_mem=True, world_size=8, local_rank=-1, dist_on_itp=False, dist_url='env://', train_list=None, random_resize_range=[0.5, 1.0], fixed_lr=False, mask_strategy='random', weight_range=[0.1, 1.0], heatmap_binary_threshold=None, repeated_aug=False, datasets_names=['chexpert', 'chestxray_nih', 'mimic_cxr'], rank=0, gpu=0, distributed=True, dist_backend='nccl')" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "weights['args']" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ae.load_state_dict(weights['model'])" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(img[0], cmap=\"grey\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(tensor(-2.0063), tensor(1.7184))" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x = torch.from_numpy(img[None,...]).repeat(1, 3, 1, 1)\n", + "# currently between -1024, 1024\n", + "\n", + "x = (x + 1024) / 2048\n", + "# now between [0,1] for transforms.Normalize\n", + "\n", + "x = torchvision.transforms.Normalize([0.5056, 0.5056, 0.5056], [0.252, 0.252, 0.252])(x)\n", + "\n", + "x.min(), x.max()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "with torch.no_grad():\n", + " o = ae.forward(x, 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(tensor(-1.7277), tensor(1.4590))" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "o[1].min(), o[1].max()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "oo = ae.unpatchify(o[1])" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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