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A 3D+2D CNN Approach Incorporating Boundary Loss for Stroke Lesion Segmentation

机译:一种三维+ 2D CNN方法,包括冲程病变分段的边界损耗

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Dice loss is the most widely used loss function in deep learning methods for unbalanced medical image segmentation. The main limitation of Dice loss is that it weighs different parts of the to-be-segmented region of interest (ROI) equally, which is inappropriate given that the fuzzy boundary is typically more challenging to segment than central parts. A recently-proposed boundary loss weighs different parts of an ROI according to their distances to the ROI's boundary, thus providing complementary information to Dice loss. However, boundary loss can not be directly applied to patch-based 3D convolutional neural networks (CNNs), significantly limiting its utility. In this paper, we proposed and validated a two-stage 3D+2D framework making use of 3D CNN for spatial information extraction and also boundary loss to complement the typically-used generalized Dice loss, for segmenting stroke lesions from magnetic resonance (MR) images. A 3D patch-based fully convolutional network was firstly used to learn local spatial features. And then the to-be-segmented MR image and the probability map predicted from the trained 3D model were sliced and fed into a 2D network with a joint loss combining boundary loss and generalized Dice loss. We evaluated the proposed method on a publicly-available dataset consisting of 229 T1-weighted MR images. The proposed approach yielded an average Dice score of 56.25% and an average Hausdorff distance of 27.14 mm, performing much better than existing state-of-the-art stroke lesion segmentation methods.
机译:骰子损失是用于不平衡医学图像分割的深度学习方法中最广泛使用的损失功能。骰子损失的主要限制是它同样重量待分段的感兴趣区域(ROI)的不同部分,这对于模糊边界通常比中央部分更具挑战,这是不恰当的。最近建议的界限损失根据转向ROI边界的距离重量的不同部分,从而提供互补信息以骰子损失。然而,边界损失不能直接应用于基于补丁的3D卷积神经网络(CNNS),显着限制其实用程序。在本文中,我们提出并验证了使用3D CNN的两级3D + 2D框架进行空间信息提取,并且边界损耗补充磁共振(MR)图像的分割行程病变来补充典型的广义骰子损失。首先使用基于3D补丁的完全卷积网络来学习局部空间特征。然后将待分段的MR图像和从训练的3D模型预测的概率图切开并馈入具有结合边界损耗和广义骰子损耗的关节损耗。我们在由229 T1加权MR图像组成的公开数据集中评估了所提出的方法。该方法的平均骰子得分为56.25%,平均Hausdorff距离为27.14毫米,比现有的最先进的行程病变分段方法更好。

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