论文标题
理查森·戈丁（Richardson-Gaudin
Richardson-Gaudin geminal wavefunctions in a Slater determinant basis
论文作者
论文摘要
Geminal波函数已被用于建模强相关的电子。这些波函数代表了弱相关的电子对的产物，合理的近似值可计算，而多项式成本。特别是，理查森·戈丁州最近被用作变异的安萨兹。这项贡献旨在用量子化学的传统语言来解释理查森 - 戈丁波函数。
Geminal wavefunctions have been employed to model strongly-correlated electrons. These wavefunctions represent products of weakly-correlated pairs of electrons and reasonable approximations are computable with polynomial cost. In particular, Richardson-Gaudin states have recently been employed as a variational ansatz. This contribution serves to explain the Richardson-Gaudin wavefunctions in the conventional language of quantum chemistry.
