A generalized entropy optimization and Maxwell–Boltzmann distribution

Abstract

Abstract. Based on the results of the diffusion entropy analysis of Super-Kamiokande solar neutrino data, a generalized entropy, introduced earlier by the first author is optimized under various conditions and it is shown that Maxwell-Boltzmann distribution, Raleigh distribution and other distributions can be obtained through such optimization procedures. Some properties of the entropy measure are examined and then Maxwell-Boltzmann and Raleigh densities are extended to multivariate cases. Connections to geometrical probability problems, isotropic random points, and spherically symmetric and elliptically contoured statistical distributions are pointed out.

Logistics Distribution Path Optimization Using Support Vector Machine Algorithm under Different Constraints

“…e vehicle scheduling problem with specified requirements is studied in [18,19], and particle swarm optimization is used to solve it. From the perspective of traditional VRP, literature [20] proposes a model based on the dual satisfaction of employees and customers and devises a hybrid algorithm to solve it. e vehicle route optimization model of urban distribution is proposed in literature [21] based on the calculation of vehicle travel time between nodes of the distribution network.…”