1+1维Wolf-Villain模型跨度极值统计的数值模拟

he statistical behavior of the persistence in (1+1)-dimensional Wolf-Villain model is simulated extensively using Kinetic Monte-Carlo method in the paper. In the simulation processes, the average, variance and probability of the maximal persistence are calculated. The results suggest that the exteme value statistics of the persistence in (1+1)-dimensional Wolf-Villain model exhibits fine data collapse, and the statistical average and variance both have a good linear relationship with the system size.