Article

Conditional Universal Differential Equations Simultaneously Capture Population Level Dynamics and Inter-individual Variation in Human C-peptide Production

2025-01-15

Abstract excerpt

Universal differential equations (UDEs) are an emerging approach in biomedical systems biology, integrating physiology-driven mathematical models with machine learning for data-driven model discovery in areas where knowledge of the underlying physiology is limited. However, current approaches to training UDEs do not directly accommodate heterogeneity in the underlying data. As a data-driven approach, UDEs are also...

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Literature Corpus work: fc30adef-04e1-5f70-b79c-e4e4ef95cea5
DOI: 10.1101/2025.01.13.632692

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