Tax evasion study in a society realized as a diluted Ising model with competing interactions
Julian Giraldo-Barreto,
J. Restrepo
Abstract:In this research, the tax evasion percentage, as order parameter, of a system of individuals or agents inscribed in a N = L × L 2D square grid is computed. The influence of local environment over each agent is quantified both through competitive exchange integrals (ferromagnetic and antiferromagnetic bonds) and dangling bonds randomly distributed, which allows to identify the system with disordered ternary alloys of the type ApBxCq with a certain stoichiometry (p, x, q) particular of each society. Our proposal… Show more
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