Search papers, labs, and topics across Lattice.
The paper introduces Consistency Learning of Experts (CLoE), a framework for robust multimodal medical image segmentation in the presence of missing modalities. CLoE enforces decision-level expert consistency through a dual-branch objective: Modality Expert Consistency for global agreement and Region Expert Consistency to focus on clinically critical foreground regions. A gating network maps consistency scores to modality reliability weights, enabling reliability-aware feature recalibration, leading to improved segmentation performance and robustness, particularly for small foreground structures.
Achieve state-of-the-art incomplete multimodal segmentation by enforcing consistency among modality experts, especially on clinically critical foreground regions, even when modalities are missing.
Multimodal medical image segmentation often faces missing modalities at inference, which induces disagreement among modality experts and makes fusion unstable, particularly on small foreground structures. We propose Consistency Learning of Experts (CLoE), a consistency-driven framework for missing-modality segmentation that preserves strong performance when all modalities are available. CLoE formulates robustness as decision-level expert consistency control and introduces a dual-branch Expert Consistency Learning objective. Modality Expert Consistency enforces global agreement among expert predictions to reduce case-wise drift under partial inputs, while Region Expert Consistency emphasizes agreement on clinically critical foreground regions to avoid background-dominated regularization. We further map consistency scores to modality reliability weights using a lightweight gating network, enabling reliability-aware feature recalibration before fusion. Extensive experiments on BraTS 2020 and MSD Prostate demonstrate that CLoE outperforms state-of-the-art methods in incomplete multimodal segmentation, while exhibiting strong cross-dataset generalization and improving robustness on clinically critical structures.