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Machine Learning of Dynamic Electron Correlation Energies from Topological Atoms

机译:从拓扑原子的动态电子相关能量的机器学习

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We present an innovative method for predicting the dynamic electron correlation energy of an atom or a bond in a molecule utilizing topological atoms. Our approach uses the machine learning method Kriging (Gaussian Process Regression with a non-zero mean function) to predict these dynamic electron correlation energy contributions. The true energy values are calculated by partitioning the MP2 two-particle density-matrix via the Interacting Quantum Atoms (IQA) procedure. To our knowledge, this is the first time such energies have been predicted by a machine learning technique. We present here three important proof-of-concept cases: the water monomer, the water dimer, and the van der Waals complex H-2 center dot center dot center dot He. These cases represent the final step toward the design of a full IQA potential for molecular simulation. This final piece will enable us to consider situations in which dispersion is the dominant intermolecular interaction. The results from these examples suggest a new method by which dispersion potentials for molecular simulation can be generated.
机译:我们提出了一种创新方法,用于预测利用拓扑原子的分子中原子的动态电子相关能量或粘合的方法。我们的方法使用机器学习方法Kriging(具有非零均值的高斯进程回归)来预测这些动态电子相关能量贡献。通过通过相互作用量子原子(IQA)程序来划分MP2双粒子密度 - 矩阵来计算真正的能量值。为了我们的知识,这是第一次通过机器学习技术预测这种能量。我们在这里展示了三种重要的概念证明案例:水单体,水二聚体和van der Waals复杂的H-2中心点中心DOT中心点他。这些情况代表了设计分子模拟的全IQA电位的最终步骤。该决赛件将使我们能够考虑分散是显性分子间相互作用的情况。来自这些实施例的结果表明了一种新方法,可以产生分子模拟的分散电位。

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