Brain Metastasis Segmentation Network Trained with Robustness to Annotations with Multiple False Negatives
Darvin Yi, Endre Gr{\o}vik, Michael Iv, Elizabeth Tong, Greg, Zaharchuk, Daniel Rubin

TL;DR
This paper introduces a novel loss function for deep learning in medical image segmentation that effectively handles false negatives in annotations, significantly improving sensitivity even with noisy labels.
Contribution
The authors propose a lopsided entropy-based loss function that models false negative rates, enabling robust brain metastasis segmentation despite noisy or incomplete annotations.
Findings
Maintains 97% sensitivity with 50% false negatives in random censoring.
Restores 88% performance with size-based lesion censorship.
Outperforms standard loss functions in noisy annotation scenarios.
Abstract
Deep learning has proven to be an essential tool for medical image analysis. However, the need for accurately labeled input data, often requiring time- and labor-intensive annotation by experts, is a major limitation to the use of deep learning. One solution to this challenge is to allow for use of coarse or noisy labels, which could permit more efficient and scalable labeling of images. In this work, we develop a lopsided loss function based on entropy regularization that assumes the existence of a nontrivial false negative rate in the target annotations. Starting with a carefully annotated brain metastasis lesion dataset, we simulate data with false negatives by (1) randomly censoring the annotated lesions and (2) systematically censoring the smallest lesions. The latter better models true physician error because smaller lesions are harder to notice than the larger ones. Even with a…
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Taxonomy
TopicsAdvanced Neural Network Applications · Brain Tumor Detection and Classification · Radiomics and Machine Learning in Medical Imaging
MethodsEntropy Regularization
