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Analysis

This paper addresses a significant challenge in physics-informed machine learning: modeling coupled systems where governing equations are incomplete and data is missing for some variables. The proposed MUSIC framework offers a novel approach by integrating partial physical constraints with data-driven learning, using sparsity regularization and mesh-free sampling to improve efficiency and accuracy. The ability to handle data-scarce and noisy conditions is a key advantage.
Reference

MUSIC accurately learns solutions to complex coupled systems under data-scarce and noisy conditions, consistently outperforming non-sparse formulations.