Joint Progression Modeling (JPM): A Probabilistic Framework for Mixed-Pathology Progression
Hongtao Hao, Joseph L. Austerweil

TL;DR
This paper introduces the Joint Progression Model (JPM), a probabilistic framework for modeling disease progression with mixed pathologies, demonstrating improved accuracy over existing models and consistency with known disease progression patterns.
Contribution
The paper proposes JPM, a novel probabilistic framework that models joint disease progression as partial rankings, extending event-based models to handle mixed pathologies.
Findings
JPM improves ordering accuracy by approximately 21% over baseline models.
All JPM variants are well-calibrated and achieve near-perfect separation.
The Mallows variant aligns well with prior literature on mixed neurodegenerative pathologies.
Abstract
Event-based models (EBMs) infer disease progression from cross-sectional data, and standard EBMs assume a single underlying disease per individual. In contrast, mixed pathologies are common in neurodegeneration. We introduce the Joint Progression Model (JPM), a probabilistic framework that treats single-disease trajectories as partial rankings and builds a prior over joint progressions. We study several JPM variants (Pairwise, Bradley-Terry, Plackett-Luce, and Mallows) and analyze three properties: (i) calibration -- whether lower model energy predicts smaller distance to the ground truth ordering; (ii) separation -- the degree to which sampled rankings are distinguishable from random permutations; and (iii) sharpness -- the stability of sampled aggregate rankings. All variants are calibrated, and all achieve near-perfect separation; sharpness varies by variant and is well-predicted by…
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Taxonomy
TopicsAmyotrophic Lateral Sclerosis Research · Machine Learning in Healthcare · Parkinson's Disease Mechanisms and Treatments
