Solá, Luis E.Used, JavierRomance, Miguel2023-12-122023-12-122016-06-16Luis E. Solá Conde, Javier Used, Miguel Romance; Optimal distributions for multiplex logistic networks. Chaos 1 June 2016; 26 (6): 065312. https://doi.org/10.1063/1.49534701089-7682https://hdl.handle.net/10115/27123Project Nos. MTM2012-32670, MTM2014-59906, and FIS2013-40653P (Spanish Ministry) and the grant URJC-Grupo de Excelencia Investigadora GARECOM (2014-2016).This paper presents some mathematical models for distribution of goods in logistic networks based on spectral analysis of complex networks. Given a steady distribution of a finished product, some numerical algorithms are presented for computing the weights in a multiplex logistic network that reach the equilibrium dynamics with high convergence rate. As an application, the logistic networks of Germany and Spain are analyzed in terms of their convergence rates.engDynamical systemsEquilibrium thermodynamicsNumerical algorithmsSpectroscopyOptimization algorithmsMathematical modelingNetwork theoryOperator theoryHomeostasisStochastic processesinfo:eu-repo/semantics/article10.1063/1.4953470info:eu-repo/semantics/openAccess