94-370 Pfister C.-E., Vande Velde K.
Almost sure quasilocality in the random cluster model (27K, LaTeX) Nov 29, 94
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Abstract. We investigate the Gibbsian nature of the random cluster measures $\mu ^{q,p}$ and $\tilde{\mu ^{q,p}}$, obtained as infinite-volume limit of finite volume measures with free and wired boundary conditions. For $q>1$, the measures are not Gibbs measures, but it turns out that the conditional distribution on one edge, given the configuration outside that edge is almost surely quasilocal.

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