作为相关泛函最小化的Levy-Lieb约束搜索公式
Levy-Lieb constrained-search formulation as a minimization of the correlation functional
摘要：
Levy和Lieb的约束搜索公式，它正式定义了任何N-可表示的电子密度的精确Hohenberg-Kohn泛函，在这里被证明是等价于最小化的相关泛函相对于N-1的条件概率密度，其中N是系统的电子数。通过一个实例分析和讨论了这一结果的后果和意义。
英文摘要：
The constrained-search formulation of Levy and Lieb, which formally defines the exact Hohenberg-Kohn functional for any N-representable electron density, is here shown to be equivalent to the minimization of the correlation functional with respect to the N-1 conditional probability density, where N is number of electrons of the system. The consequences and implications of such a result are here analyzed and discussed via a practical example.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
