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Efficient Calculation of the Perturbational Triples Contributions in Coupled Cluster Theory

机译:高效计算耦合簇理论中的扰动三元贡献

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Triple substitutions are essential to achieve near-quantitative accuracy in Coupled Cluster (CC) theory. The full inclusion of triples is very demanding computationally, and requires the storage of the O(N6) triples amplitudes, and is thus restricted to small benchmark calculations. Including the triple substitution perturbationally avoids the storage problem and reduces the computational effort. Several such methods have been suggested ([1]; see [2] for review) but the most widely used scheme is CCSD(T) [3].
机译:三倍取代对于实现耦合簇(CC)理论的近定量精度是必不可少的。三元组的完全包含在计算上非常苛刻,并且需要存储O(N6)三元级幅度,因此仅限于小的基准计算。包括三重替换扰动避免存储问题并降低计算工作。已经提出了几种这样的方法([1];见[2]进行审查),但最广泛使用的方案是CCSD(T)[3]。

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