{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Segment Anything in Medical Images ([colab](https://colab.research.google.com/drive/1N4wv9jljtEZ_w-f92iOLXCdkD-KJlsJH?usp=sharing))\n", "Segmentation is a fundamental task in medical imaging analysis. Deep learning-based models have shown great promise in medical image segmentation due to their ability to learn intricate image features and deliver accurate segmentation results across a diverse range of tasks. Recently, the Segmentation Anything Model (SAM) has shown remarkable versatility and performance in natural image segmentation. However, their application to medical image segmentation has been challenging due to the substantial domain gap. In this tutorial, we will introduce how to adapt the SAM's success to medical image segmentation.\n", "\n", "## Overview\n", "\n", "0. Installation\n", "1. Methodology introduction\n", "2. Load pre-trained model\n", "3. Load data and run inference in an interactive way\n", "4. Others\n", " - a. Fine-tuning with customized datasets\n", " - b. Medical image segmentation with text-based prompts\n", " - c. Medical image segmentation with point-based prompts" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Installation is super easy. \n", "On the local device:\n", "- Create a fresh environment `conda create -n medsam python=3.10 -y` and activate it `conda activate medsam`\n", "- Install [pytorch 2.0](https://pytorch.org/get-started/locally/)\n", "- Run the following command.\n", "\n", "If you are using Colab, you can directly run the following command. " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "#!pip install git+https://github.com/bowang-lab/MedSAM.git" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Methodology introduction\n", "\n", "SAM is a promptable segmentation model and it supports three types of prompts: bounding box, point, and text. (Note: The text-prompt function in SAM is not publicly available.) While the concept of fully automatic medical image segmentation foundation models is enticing, it is fraught with challenges that make it impractical. One of the primary challenges is the variability inherent in segmentation tasks. For example, given a liver cancer CT image, the segmentation task can vary depending on the specific clinical scenario. One clinician might be interested in segmenting the liver tumor, while another might need to segment the entire liver and surrounding organs. Additionally, the variability in imaging modalities presents another challenge. Modalities such as CT and MR generate 3D images, whereas others like X-Ray and ultrasound yield 2D images. These variabilities in task definition and imaging modalities complicate the design of a fully automatic model capable of accurately anticipating and addressing the diverse requirements of different users.\n", "\n", "Considering these challenges, we argue that a more practical approach is to develop a promptable 2D model for general medical image segmentation. The model can be easily adapted to specific tasks based on user-provided prompts, offering enhanced flexibility and adaptability. It is also able to handle both 2D and 3D images by processing 3D images as a series of 2D slices. Compared to point-based and text-based prompts, the bounding box-based prompt has three main advantages: 1) it has less ambiguity and can clearly specify the ROI with minor user intervention (clicking on the top left and bottom right points); 2) it doesn't require multiple trial and error; 3) it can be seamlessly integrated into tumor measurements (e.g., Response Evaluation Criteria In Solid Tumors [RECIST](https://radiologyassistant.nl/more/recist-1-1/recist-1-1)) by simulating bounding box from the linear annotation (e.g., long axis and short axis). \n", "\n", "\n", "In order to use the pre-trained weights, we follow SAM's network architecture in SAM, including an image encoder, a prompt encoder, and a mask decoder. The image encoder maps the input image into a high-dimensional image embedding space. The prompt encoder transforms the user-drawn bounding boxes into feature representations via positional encoding. Finally, the mask decoder fuses the image embedding and prompt features using cross-attention. It should be noted that the image embedding only needs to be computed once during inference. Then, one can draw different bounding boxes to segment different targets in real-time. \n", "\n", "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Load pre-trained model\n", "\n", "Please download the checkpoint [here](https://drive.google.com/drive/folders/1ETWmi4AiniJeWOt6HAsYgTjYv_fkgzoN?usp=drive_link). This pre-trained model can be directed loaded with SAM's checkpoint loader. " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Sam(\n", " (image_encoder): ImageEncoderViT(\n", " (patch_embed): PatchEmbed(\n", " (proj): Conv2d(3, 768, kernel_size=(16, 16), stride=(16, 16))\n", " )\n", " (blocks): ModuleList(\n", " (0-11): 12 x Block(\n", " (norm1): LayerNorm((768,), eps=1e-06, elementwise_affine=True)\n", " (attn): Attention(\n", " (qkv): Linear(in_features=768, out_features=2304, bias=True)\n", " (proj): Linear(in_features=768, out_features=768, bias=True)\n", " )\n", " (norm2): LayerNorm((768,), eps=1e-06, elementwise_affine=True)\n", " (mlp): MLPBlock(\n", " (lin1): Linear(in_features=768, out_features=3072, bias=True)\n", " (lin2): Linear(in_features=3072, out_features=768, bias=True)\n", " (act): GELU(approximate='none')\n", " )\n", " )\n", " )\n", " (neck): Sequential(\n", " (0): Conv2d(768, 256, kernel_size=(1, 1), stride=(1, 1), bias=False)\n", " (1): LayerNorm2d()\n", " (2): Conv2d(256, 256, kernel_size=(3, 3), stride=(1, 1), padding=(1, 1), bias=False)\n", " (3): LayerNorm2d()\n", " )\n", " )\n", " (prompt_encoder): PromptEncoder(\n", " (pe_layer): PositionEmbeddingRandom()\n", " (point_embeddings): ModuleList(\n", " (0-3): 4 x Embedding(1, 256)\n", " )\n", " (not_a_point_embed): Embedding(1, 256)\n", " (mask_downscaling): Sequential(\n", " (0): Conv2d(1, 4, kernel_size=(2, 2), stride=(2, 2))\n", " (1): LayerNorm2d()\n", " (2): GELU(approximate='none')\n", " (3): Conv2d(4, 16, kernel_size=(2, 2), stride=(2, 2))\n", " (4): LayerNorm2d()\n", " (5): GELU(approximate='none')\n", " (6): Conv2d(16, 256, kernel_size=(1, 1), stride=(1, 1))\n", " )\n", " (no_mask_embed): Embedding(1, 256)\n", " )\n", " (mask_decoder): MaskDecoder(\n", " (transformer): TwoWayTransformer(\n", " (layers): ModuleList(\n", " (0-1): 2 x TwoWayAttentionBlock(\n", " (self_attn): Attention(\n", " (q_proj): Linear(in_features=256, out_features=256, bias=True)\n", " (k_proj): Linear(in_features=256, out_features=256, bias=True)\n", " (v_proj): Linear(in_features=256, out_features=256, bias=True)\n", " (out_proj): Linear(in_features=256, out_features=256, bias=True)\n", " )\n", " (norm1): LayerNorm((256,), eps=1e-05, elementwise_affine=True)\n", " (cross_attn_token_to_image): Attention(\n", " (q_proj): Linear(in_features=256, out_features=128, bias=True)\n", " (k_proj): Linear(in_features=256, out_features=128, bias=True)\n", " (v_proj): Linear(in_features=256, out_features=128, bias=True)\n", " (out_proj): Linear(in_features=128, out_features=256, bias=True)\n", " )\n", " (norm2): LayerNorm((256,), eps=1e-05, elementwise_affine=True)\n", " (mlp): MLPBlock(\n", " (lin1): Linear(in_features=256, out_features=2048, bias=True)\n", " (lin2): Linear(in_features=2048, out_features=256, bias=True)\n", " (act): ReLU()\n", " )\n", " (norm3): LayerNorm((256,), eps=1e-05, elementwise_affine=True)\n", " (norm4): LayerNorm((256,), eps=1e-05, elementwise_affine=True)\n", " (cross_attn_image_to_token): Attention(\n", " (q_proj): Linear(in_features=256, out_features=128, bias=True)\n", " (k_proj): Linear(in_features=256, out_features=128, bias=True)\n", " (v_proj): Linear(in_features=256, out_features=128, bias=True)\n", " (out_proj): Linear(in_features=128, out_features=256, bias=True)\n", " )\n", " )\n", " )\n", " (final_attn_token_to_image): Attention(\n", " (q_proj): Linear(in_features=256, out_features=128, bias=True)\n", " (k_proj): Linear(in_features=256, out_features=128, bias=True)\n", " (v_proj): Linear(in_features=256, out_features=128, bias=True)\n", " (out_proj): Linear(in_features=128, out_features=256, bias=True)\n", " )\n", " (norm_final_attn): LayerNorm((256,), eps=1e-05, elementwise_affine=True)\n", " )\n", " (iou_token): Embedding(1, 256)\n", " (mask_tokens): Embedding(4, 256)\n", " (output_upscaling): Sequential(\n", " (0): ConvTranspose2d(256, 64, kernel_size=(2, 2), stride=(2, 2))\n", " (1): LayerNorm2d()\n", " (2): GELU(approximate='none')\n", " (3): ConvTranspose2d(64, 32, kernel_size=(2, 2), stride=(2, 2))\n", " (4): GELU(approximate='none')\n", " )\n", " (output_hypernetworks_mlps): ModuleList(\n", " (0-3): 4 x MLP(\n", " (layers): ModuleList(\n", " (0-1): 2 x Linear(in_features=256, out_features=256, bias=True)\n", " (2): Linear(in_features=256, out_features=32, bias=True)\n", " )\n", " )\n", " )\n", " (iou_prediction_head): MLP(\n", " (layers): ModuleList(\n", " (0-1): 2 x Linear(in_features=256, out_features=256, bias=True)\n", " (2): Linear(in_features=256, out_features=4, bias=True)\n", " )\n", " )\n", " )\n", ")" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%matplotlib widget\n", "from segment_anything import sam_model_registry\n", "from utils.demo import BboxPromptDemo\n", "MedSAM_CKPT_PATH = \"medsam_vit_b.pth\"\n", "device = \"cuda:0\"\n", "medsam_model = sam_model_registry['vit_b'](checkpoint=MedSAM_CKPT_PATH)\n", "medsam_model = medsam_model.to(device)\n", "medsam_model.eval()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Load data and run inference in an interactive way\n", "\n", "One can directly draw the bounding box to segment the targets. Here are two examples of the abdomen CT image and colon gland pathology image. \n", "Please use relatively tight bounding boxes since the model was not trained with large bounding box perturbations. \n", "\n", "" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "3208bd26bc1b40e3b52c619f8dd13481", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Button(description='clear', style=ButtonStyle())" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "63fe5de87166475b9722616dd2b7d4ef", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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