The time evaluation of resistance probability of a closed community against to occupation in a Sznajd like model with synchronous updating: A numerical study

摘要

In the present paper, we have briefly reviewed Sznajd's sociophysics modeland its variants, and also we have proposed a simple Sznajd like sociophysicsmodel based on Ising spin system in order to explain the time evaluation ofresistance probability of a closed community against to occupation. Using anumerical method, we have shown that time evaluation of resistance probabilityof community has a non-exponential character which decays as stretchedexponential independent the number of soldiers in one dimensional model.Furthermore, it has been astonishingly found that our simple sociophysics modelis belong to the same universality class with random walk process on thetrapping space.