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Trial wave functions induced by the minimum mean deviation from statistical equilibrium

机译:由统计均衡的最小平均偏差引起的试验波函数

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The ground state of an atom is studied by introducing a trial function whose unknown coefficients, taken as variational parameters, are determined by minimizing the mean energy of the respective quantum system. There is no clear methodology about how to choose such trial functions. Using techniques from information theory and statistical inference, this study deals with the construction of trial wave functions by minimizing the mean deviation from statistical equilibrium. The formalism is applied to the ground state of the helium and lithium atoms with surprisingly good numerical results even when only a few variational parameters are used. Details about the effective computation are also given. (C) 1998 John Wiley & Sons, Inc. [References: 37]
机译:通过引入试验函数来研究原子的基态,该试验函数的未知系数作为变分参数,是通过最小化各个量子系统的平均能量来确定的。关于如何选择这种试用功能,尚无明确的方法论。利用信息论和统计推论的技术,本研究通过最小化统计均衡的平均偏差来处理试波函数。即使只使用了几个变化参数,形式主义也被应用于氦和锂原子的基态,具有出乎意料的良好数值结果。还提供了有关有效计算的详细信息。 (C)1998 John Wiley&Sons,Inc. [参考:37]

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