A SUFFICIENT CONDITION FOR MONOTONICITY OF EXCLUSION PROCESS

Lot S be a countable set,X=0,1^S. In this paper, We disouss the monotonicity of exolusion process which defind in 1 or 2, and obtain the following sufficiont condition: Theorem. If \forall \eta \leqslant \zeta, \eta, \zeta \in X,\eta(u)=\zeta(u)=1, \eta(v)=\zeta(v)=0, it satisfies c(u, v, \eta)=c(u, v, \zeta), then the exclusion prooess is monotone.