2022
DOI: 10.1021/acs.jpcc.2c03156
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Machine-Learning-Assisted Acceleration on High-Symmetry Materials Search: Space Group Predictions from Band Structures

Abstract: Efficiency of search of wanted materials with desired properties is limited by the huge search space. By deep learning methods, we demonstrate that space group information can be acquired from band structure inputs to reduce the search space. Despite atomic orbital or accidental degeneracies mixed with lattice degeneracies, band degeneracies as input can yield 96.0% prediction accuracy for cubic systems that leads to a 25.1-fold acceleration of searching speed overall. Additionally, for all space groups, the p… Show more

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Cited by 3 publications
(2 citation statements)
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References 100 publications
(109 reference statements)
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“…Additionally, genetic algorithms have been used in a variety of symmetry problems from the relevant literature [19][20][21]. Recently, Krippendorf and Syvaeri used artificial neural networks to detect symmetries in datasets [22], Qiao et al [23] used deep-learning techniques to predict the energy solutions of the Schrödinger equations using symmetryadapted atomic orbital features, Xi et al [24] used deep-learning methods on high-symmetry material space, Selvaratnam et al [25] used symmetry functions on large chemical spaces through convolutional neural networks, and Wang et al [26] used symmetry-adapted graph neural networks for constructing molecular dynamics force fields.…”
Section: Introductionmentioning
confidence: 99%
“…Additionally, genetic algorithms have been used in a variety of symmetry problems from the relevant literature [19][20][21]. Recently, Krippendorf and Syvaeri used artificial neural networks to detect symmetries in datasets [22], Qiao et al [23] used deep-learning techniques to predict the energy solutions of the Schrödinger equations using symmetryadapted atomic orbital features, Xi et al [24] used deep-learning methods on high-symmetry material space, Selvaratnam et al [25] used symmetry functions on large chemical spaces through convolutional neural networks, and Wang et al [26] used symmetry-adapted graph neural networks for constructing molecular dynamics force fields.…”
Section: Introductionmentioning
confidence: 99%
“…Potential energy surface approaches based on empirical interatomic potentials are fast, however, often inaccurate. Recently, machine learning (ML) techniques with density functional theory (DFT) results as inputs yield fast simulations and accurate results. One popular choice is the descriptor-based neural network (NN) approaches ,, , by regarding the energy as a function of bond lengths, bond angles, or related symmetry functions. , ,, However, there are three main issues: (1) large amount of symmetry functions, predetermined subjectively; (2) time-consuming and poor accuracy in force fitting, based on gradient of energy; (3) no objective distribution criteria in the training data generation.…”
mentioning
confidence: 99%