摘要
We prove that for Bernoulli percolation on a graph Z(2) x {0, ... , k} (k >= 0), there is no infinite cluster at criticality, almost surely. The proof extends to finite-range Bernoulli percolation models on Z(2) that are invariant under pi/2-rotation and reflection.
- 出版日期2016-7
- 单位华东师范大学