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High-efficient ab initio Bayesian active learning method and applications in prediction of two-dimensional functional

Xing-Yu Ma1, Hou-Yi Lyu1,2, Kuan-Rong Hao1

  • 1School of Physical Sciences, University of Chinese Academy of Sciences, Beijing 100049, China. gsu@ucas.ac.cn.

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This study introduces an ab initio Bayesian active learning method to accelerate functional materials discovery. It efficiently identifies materials with desired properties, overcoming data limitations and unbalanced property distributions.

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Area of Science:

  • Computational Materials Science
  • Machine Learning in Materials Discovery
  • Materials Informatics

Background:

  • Traditional materials discovery relies on inefficient trial-and-error methods.
  • Machine learning accelerates discovery but faces challenges like limited data and unbalanced property distributions.
  • Predicting functional materials with specific properties requires efficient screening methods.

Purpose of the Study:

  • To develop and validate an ab initio Bayesian active learning method.
  • To accelerate the prediction of functional materials with high efficiency and accuracy.
  • To address challenges of limited data and unbalanced property distributions in materials science.

Main Methods:

  • Combined active learning with high-throughput ab initio calculations.
  • Applied the method to a dataset of 3119 two-dimensional hexagonal binary compounds.
  • Screened for materials with maximal electric polarization and appropriate photovoltaic band gaps.

Main Results:

  • Successfully identified materials with desired properties, including maximal electric polarization and suitable photovoltaic band gaps.
  • Significantly reduced computational costs by calculating only a fraction of potential candidates compared to random search.
  • Demonstrated high efficiency and accuracy in screening materials with unbalanced property distributions.

Conclusions:

  • The ab initio Bayesian active learning method offers significant advantages for materials discovery, especially with unbalanced property distributions.
  • This approach drastically reduces computational expenses while maintaining high accuracy.
  • The method is readily applicable to discovering a wide range of advanced functional materials.