Non-Uniqueness of Spanning Clusters in Two to Five Dimensions
暂无分享,去创建一个
We study the probability of getting more than one spanning cluster at pc for site percolation in dimensions of two to five. The probability increases from ~0.003 in two dimensions to ~0.16 in five. This shows that although there can be only one infinite cluster of finite density, there can be several spanning clusters at the same time.