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Construction of reactive potential energy surfaces with Gaussian process regression: active data selection

机译:高斯过程回归的反应势能曲面的构建:活动数据选择

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摘要

Gaussian process regression (GPR) is an efficient non-parametric method for constructing multi-dimensional potential energy surfaces (PESs) for polyatomic molecules. Since not only the posterior mean but also the posterior variance can be easily calculated, GPR provides a well-established model for active learning, through which PESs can be constructed more efficiently and accurately. We propose a strategy of active data selection for the construction of PESs with emphasis on low energy regions. Through three-dimensional (3D) example of H-3, the validity of this strategy is verified. The PESs for two prototypically reactive systems, namely, H + H2O H-2 + OH reaction and H + CH4 H-2 + CH3 reaction are reconstructed. Only 920 and 4000 points are assembled to reconstruct these two PESs respectively. The accuracy of the GP PESs is not only tested by energy errors but also validated by quantum scattering calculations.
机译:高斯工艺回归(GPR)是一种有效的非参数方法,用于构建用于多原子分子的多维势能表面(PES)。 由于不仅可以容易地计算后平均值,而且还可以容易地计算后差,因此GPR为主动学习提供了良好建立的模型,通过该模型,通过该模型可以更有效,更准确地构造PES。 我们提出了一种激活数据选择策略,以强调低能量区域的强调。 通过H-3的三维(3D)示例,验证了该策略的有效性。 对于两个原型反应性系统的PES,即H + H 2 O H-2+ OH反应和H + CH 4 H-2 + CH 3反应。 仅组装920和4000点以分别重建这两个PES。 GP PES的准确性不仅由能量误差测试,而且由量子散射计算验证。

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