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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:earlierwork [A. Y.索科洛夫和G. K.-L.陈,J.化学。物理。 144,064102(2016)]中,我们介绍了二阶的依赖于时间的制剂的N-电子价微扰理论(叔NEVPT2),其中(i)具有比通常的内部收缩扰动制剂和较低的计算缩放(ⅱ ),产生完全未收缩NEVPT2能量。这里,我们提出叔NEVPT2的组合与基质产品状态(MPS)参考波函数(叔MPS-NEVPT2),使我们能够计算用于大有源空间和基组未收缩动态相关能,使用时间依赖密度矩阵重整化群算法。此外,我们报告,避免了四粒化密度矩阵的计算强烈收缩NEVPT2(SC-MPS-NEVPT2)的lowscaling基于MPS的实现。我们使用这些新的方法来计算铬二聚体的离解能,并研究全反式烯低激发态(C4H6以C 24 H 26),结合动态相关参考波函数与多达24个活性电子和轨道。通过AIP发布发布。

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