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Time-dependent N-electron valence perturbation theory with matrix product state reference wavefunctions for large active spaces and basis sets: Applications to the chromium dimer and all-trans polyenes

机译:具有大型有源空间的基质产品状态参考波力的时间依赖性N型电子价扰动理论和基础组:应用于铬二聚体和全逆聚合物的应用

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earlierwork [A. Y. Sokolov and G. K.-L. Chan, J. Chem. Phys. 144, 064102 (2016)], we introduced a time-dependent formulation of the second-order N-electron valence perturbation theory (t-NEVPT2) which (i) had a lower computational scaling than the usual internally contracted perturbation formulation and (ii) yielded the fully uncontracted NEVPT2 energy. Here, we present a combination of t-NEVPT2 with a matrix product state (MPS) reference wavefunction (t-MPS-NEVPT2) that allows us to compute uncontracted dynamic correlation energies for large active spaces and basis sets, using the time-dependent density matrix renormalization group algorithm. In addition, we report a lowscaling MPS-based implementation of strongly contracted NEVPT2 (sc-MPS-NEVPT2) that avoids computation of the four-particle reduced density matrix. We use these new methods to compute the dissociation energy of the chromium dimer and to study the low-lying excited states in all-trans polyenes (C4H6 to C24H26), incorporating dynamic correlation for reference wavefunctions with up to 24 active electrons and orbitals. Published by AIP Publishing.
机译:早期作品[A. Y. Sokolov和G. K.-L. Chan,J.Chem。物理。 144,064102(2016)],我们介绍了时间依赖性的二阶N-电子价扰动理论(T-Nevpt2),其(I)具有比通常的内部收缩的扰动制剂更低的计算缩放和(II )产生完全无接受的Nevpt2能量。在这里,我们介绍了T-Nevpt2的组合,具有矩阵产品状态(MPS)参考波段(T-MPS-NEVPT2),其允许我们使用时间依赖性密度来计算用于大型有源空间和基础集的无判断的动态相关能量。矩阵重新运算组算法。此外,我们报告了一种基于MPS的基于MPS的强烈绑定的NEVPT2(SC-MPS-NEVPT2),避免了四粒子降低密度矩阵的计算。我们使用这些新方法来计算铬二聚体的解离能,并研究全逆聚合物(C4H6至C24H26)中的低洼激发态,并掺入最多24个活性电子和轨道的参考波力的动态相关性。通过AIP发布发布。

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