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Pathology AI models vulnerable to non-biological variation; new robustness measure proposed

other · 2026-07-29

Models for pathology foundation, which are close to being implemented clinically, face challenges from systematic non-biological variations among different centers, stemming from discrepancies in tissue processing, staining, and imaging. These inconsistencies are embedded in the models, promoting shortcut learning and diminishing their ability to generalize across various groups and institutions. The current Robustness Index (RI) measures whether local representation is influenced more by biological factors or non-biological variations; however, its count-based approach overlooks distance data. Although incorporating distance weights makes minimal impact, the fundamental issue lies in RI's pooled, fixed-neighborhood framework, which masks sample-level differences. To remedy this, the authors propose the Cross-confounder Robustness Margin (CRoMa), a sample-specific metric that assesses distances to both cross-confounder and same-confounder biological matches, offering a detailed evaluation of model robustness on an individual sample basis. This research appears on arXiv (2607.25497) as a cross announcement.

Key facts

  • Pathology foundation models are approaching clinical deployment but vulnerable to non-biological variation.
  • Differences in tissue preparation, staining, and scanning are strongly encoded in model representations.
  • Robustness Index (RI) quantifies dominance of biology vs non-biological variation in local representation geometry.
  • RI's count-based formulation discards distance information.
  • Adding distance weights to RI does not improve it due to pooled, fixed-neighborhood design.
  • RI obscures sample-level heterogeneity and evaluates only a model-dependent subset of samples.
  • Cross-confounder Robustness Margin (CRoMa) is a new sample-resolved measure.
  • CRoMa directly compares distances to cross-confounder biological matches and same-confounder biological matches.
  • Paper available on arXiv with ID 2607.25497.

Entities

Institutions

  • arXiv

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