基于自监督对比学习的全幻灯片图像双流多实例学习网络。

Bin Li, Yin Li, Kevin W Eliceiri
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引用次数: 276

摘要

我们解决了整个幻灯片图像(WSI)分类的挑战性问题。wsi具有非常高的分辨率,并且通常缺乏本地化的注释。当只有幻灯片级别的标签可用时,WSI分类可以转换为多实例学习(MIL)问题。我们提出了一种基于mil的WSI分类和肿瘤检测方法,该方法不需要本地化注释。我们的方法有三个主要组成部分。首先,我们引入了一种新的MIL聚合器,该聚合器在具有可训练距离测量的双流架构中对实例之间的关系进行建模。其次,由于wsi可以产生大的或不平衡的包,阻碍了MIL模型的训练,我们建议使用自监督对比学习来提取良好的MIL表示,并缓解大包的内存成本过高的问题。第三,采用金字塔融合机制对多尺度WSI特征进行融合,进一步提高了分类和定位的精度。我们的模型在两个具有代表性的WSI数据集上进行了评估。我们的模型的分类精度优于完全监督的方法,在数据集之间的准确率差距小于2%。我们的结果也优于以前所有基于mil的方法。在标准MIL数据集上的其他基准测试结果进一步证明了我们的MIL聚合器在一般MIL问题上的优越性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dual-stream Multiple Instance Learning Network for Whole Slide Image Classification with Self-supervised Contrastive Learning.

We address the challenging problem of whole slide image (WSI) classification. WSIs have very high resolutions and usually lack localized annotations. WSI classification can be cast as a multiple instance learning (MIL) problem when only slide-level labels are available. We propose a MIL-based method for WSI classification and tumor detection that does not require localized annotations. Our method has three major components. First, we introduce a novel MIL aggregator that models the relations of the instances in a dual-stream architecture with trainable distance measurement. Second, since WSIs can produce large or unbalanced bags that hinder the training of MIL models, we propose to use self-supervised contrastive learning to extract good representations for MIL and alleviate the issue of prohibitive memory cost for large bags. Third, we adopt a pyramidal fusion mechanism for multiscale WSI features, and further improve the accuracy of classification and localization. Our model is evaluated on two representative WSI datasets. The classification accuracy of our model compares favorably to fully-supervised methods, with less than 2% accuracy gap across datasets. Our results also outperform all previous MIL-based methods. Additional benchmark results on standard MIL datasets further demonstrate the superior performance of our MIL aggregator on general MIL problems.

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