Discovering Thermodynamically Admissible Dissipation Potentials via Grammar-Based Symbolic Regression
Researchers have developed a symbolic regression framework that discovers interpretable equations for material behavior while guaranteeing thermodynamic consistency, a long-standing tension in physics-informed machine learning. By embedding Clausius-Duhem inequality constraints directly into grammar-based symbolic search, the work bridges data-driven discovery and formal physical law, addressing a critical gap where neural networks often learn physically plausible but opaque models. This approach matters for materials science, engineering simulation, and the broader push toward AI systems that satisfy hard physical constraints rather than merely approximating them, signaling maturation in how ML handles domains where interpretability and correctness are non-negotiable.58





















