基于持续同源的拓扑损失函数在心脏MRI多类CNN分割中的应用。

Nick Byrne, James R Clough, Giovanni Montana, Andrew P King
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引用次数: 20

摘要

在空间重叠方面,基于cnn的短轴心血管磁共振(CMR)图像分割达到了与观察者间变化一致的性能水平。然而,传统的训练过程经常依赖于逐像素的损失函数,限制了对扩展或全局特征的优化。因此,推断的分割可能缺乏空间相干性,包括虚假的连接组件或孔。这样的结果是不可信的,违反了预期的图像片段拓扑结构,这通常是先验的。针对这一挑战,已发表的工作采用了持久同源性,构建了拓扑损失函数,用于针对显式先验对图像片段进行评估。通过考虑所有可能的标签和标签对,建立了更丰富的分割拓扑描述,并将这些损失扩展到多类分割任务中。这些拓扑先验使我们能够在不牺牲重叠性能的情况下,在ACDC短轴CMR训练数据集的150个示例的子集中解决所有拓扑错误。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Persistent Homology-Based Topological Loss Function for Multi-class CNN Segmentation of Cardiac MRI.

With respect to spatial overlap, CNN-based segmentation of short axis cardiovascular magnetic resonance (CMR) images has achieved a level of performance consistent with inter observer variation. However, conventional training procedures frequently depend on pixel-wise loss functions, limiting optimisation with respect to extended or global features. As a result, inferred segmentations can lack spatial coherence, including spurious connected components or holes. Such results are implausible, violating the anticipated topology of image segments, which is frequently known a priori. Addressing this challenge, published work has employed persistent homology, constructing topological loss functions for the evaluation of image segments against an explicit prior. Building a richer description of segmentation topology by considering all possible labels and label pairs, we extend these losses to the task of multi-class segmentation. These topological priors allow us to resolve all topological errors in a subset of 150 examples from the ACDC short axis CMR training data set, without sacrificing overlap performance.

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