Abstract
A random cluster measure on Zd that is not translationally invariant is constructed for dł3, the critical density pc, and sufficiently large q. The resulting measure is proven to be a Gibbs state satisfying cluster model DLR-equations
A random cluster measure on Zd that is not translationally invariant is constructed for dł3, the critical density pc, and sufficiently large q. The resulting measure is proven to be a Gibbs state satisfying cluster model DLR-equations
