论文标题
反射连续渗透簇中反射扩散的淬灭原理
Quenched Invariance Principle for a Reflecting Diffusion in a Continuum Percolation Cluster
论文作者
论文摘要
我们考虑建立在固定的厄尔贡点过程中的连续渗透。假设占用区域具有独特的无界群集，并且集群满足体积的规律性和等值条件，那么我们证明了一种反射群集扩散的猝灭不变性原理。
We consider a continuum percolation built over stationary ergodic point processes. Assuming that the occupied region has a unique unbounded cluster and the cluster satisfies volume regularity and isoperimetric condition, we prove a quenched invariance principle for reflecting diffusions on the cluster.
