HypCBC: Domain-Invariant Hyperbolic Cross-Branch Consistency for Generalizable Medical Image Analysis
Francesco Di Salvo, Sebastian Doerrich, Jonas Alle, Christian Ledig

TL;DR
This paper introduces HypCBC, a hyperbolic manifold-based method for medical image analysis that enhances domain generalization and outperforms Euclidean approaches across multiple datasets and models.
Contribution
It presents the first validation of hyperbolic representation learning in medical imaging and proposes an unsupervised, domain-invariant hyperbolic cross-branch consistency constraint.
Findings
Significant improvements in AUC across 11 datasets and 3 ViT models.
Outperforms state-of-the-art Euclidean methods by +2.1% AUC.
Effective across diverse imaging modalities and data conditions.
Abstract
Robust generalization beyond training distributions remains a critical challenge for deep neural networks. This is especially pronounced in medical image analysis, where data is often scarce and covariate shifts arise from different hardware devices, imaging protocols, and heterogeneous patient populations. These factors collectively hinder reliable performance and slow down clinical adoption. Despite recent progress, existing learning paradigms primarily rely on the Euclidean manifold, whose flat geometry fails to capture the complex, hierarchical structures present in clinical data. In this work, we exploit the advantages of hyperbolic manifolds to model complex data characteristics. We present the first comprehensive validation of hyperbolic representation learning for medical image analysis and demonstrate statistically significant gains across eleven in-distribution datasets and…
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Taxonomy
TopicsDomain Adaptation and Few-Shot Learning · Face recognition and analysis · Generative Adversarial Networks and Image Synthesis
