Paper Overview
- Research Field: Machine Learning
- Authors: Qian Zhou, Yuanyun Zhang, Shi Li
- Distributional patient representation: Each patient is modeled as a distribution over plausible latent states rather than a single deterministic embedding.
- Consistency across partial views: Set-valued representations enforce invariance across incomplete views of the same patient, explicitly encoding epistemic uncertainty.
- Scalable self-supervised training: The objective combines reconstruction, contrastive alignment, and distributional regularization on top of multimodal encoders.
- Empirical results: Improvements over strong baselines in predictive performance, robustness to missing data, and uncertainty calibration across diverse clinical tasks.
Abstract (Full Translation)
Healthcare foundation models have largely followed paradigms from natural language processing and computer vision, emphasizing large scale pretraining and deterministic representations over heterogeneous clinical data. However, clinical observations are inherently incomplete, reflecting sparse, irregular, and modality dependent measurements of an underlying physiologic state. In this work, we propose a framework for uncertainty aware foundation modeling that represents each patient not as a point embedding, but as a distribution over plausible latent states.
By learning set valued representations and enforcing consistency across partial views of the same patient, the model captures what is invariantly inferable while explicitly encoding epistemic uncertainty. We integrate this formulation with multimodal encoders and scalable self supervised objectives, combining reconstruction, contrastive alignment, and distributional regularization.
Across diverse clinical tasks, our approach improves predictive performance, robustness under missing data, and uncertainty calibration relative to strong baselines. These results suggest that modeling what is not observed rather than only what is constitutes a critical inductive bias for healthcare foundation models.