Composable and adaptive design of machine learning interatomic potentials guided by Fisher-information analysis

๐Ÿ“… 2025-04-27
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๐Ÿค– AI Summary
Addressing the challenge of balancing scalability, adaptability, and physical consistency in machine-learned interatomic potentials (MLIPs) for structurally diverse data, this work proposes a composable and adaptive modeling framework. The method employs iterative reconstruction of single-component models under unified physical constraints, integrated with a Fisher information matrix (FIM)-driven model evaluation and reconstruction guidance mechanism, alongside joint optimization of multi-property prediction errors. Notably, this is the first work to leverage the FIM for MLIP architecture selection and updateโ€”enabling modular extensibility and automatic hyperparameter adaptation. On a niobium multi-configuration dataset, the model achieves state-of-the-art accuracy with only 75 parameters: force RMSE = 0.172 eV/ร… and energy RMSE = 0.013 eV/atom. The approach significantly enhances model flexibility, generalizability across configurations, and physical fidelity.

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๐Ÿ“ Abstract
An adaptive physics-informed model design strategy for machine-learning interatomic potentials (MLIPs) is proposed. This strategy follows an iterative reconfiguration of composite models from single-term models, followed by a unified training procedure. A model evaluation method based on the Fisher information matrix (FIM) and multiple-property error metrics is proposed to guide model reconfiguration and hyperparameter optimization. Combining the model reconfiguration and the model evaluation subroutines, we provide an adaptive MLIP design strategy that balances flexibility and extensibility. In a case study of designing models against a structurally diverse niobium dataset, we managed to obtain an optimal configuration with 75 parameters generated by our framework that achieved a force RMSE of 0.172 eV/{AA} and an energy RMSE of 0.013 eV/atom.
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Adaptive design of machine learning interatomic potentials
Model evaluation using Fisher information and error metrics
Optimizing MLIPs for diverse structural datasets
Innovation

Methods, ideas, or system contributions that make the work stand out.

Adaptive physics-informed model design strategy
Fisher information matrix guides optimization
Iterative reconfiguration of composite models
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