Quantum Mechanics Based on Probability Wave Functions Induced by the Minimum Mean Deviation from Statistical Equilibrium. II

摘要

The maximum-entropy probability distributions are generally used as probabilistic models for describing statistical equilibrium subject to given mean values of some random variables. This paper uses probability wave functions obtained by minimizing the mean deviation from statistical equilibrium subject to generalized moments and correlations, whose values are determined looking for stationary points of the mean energy of the quantum system.The results are applied to the study of the ground state of the helium and lithium atoms.