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Single determinant basis set for the non-relativistic electronic Schr?dinger equation using the coupling strength parameter generalized Brillouin theorem

机译:单个决定因素基于非相对论电子SCHR的基础设定使用耦合强度参数通用布里渊定理

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摘要

The Brillouin theorem has been generalized for the coupling strength parameter (a) extended non-relativistic electronic Hamiltonian (H_?+H_(ne)+aH_(ee)). The mathematical case a=0 generates an orto-normalized set of single Slater determinants which can be used as basis set for configuration interactions (CI) calculations for the physical case a=1, removing the known restriction by the original Brillouin theorem and opening a new way to practice.
机译:Brillouin定理已经广泛地用于耦合强度参数(a)扩展的非相对论电子汉密尔顿(H _?+ H_(NE)+ AH_(EE))。数学案例a = 0生成一个归一化的单个层次测定剂集,可以用作物理情况A = 1的配置交互(CI)计算的基础设置,从而通过原始布里渊定理和打开的已知限制练习的新方法。

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