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Название: Interfaces for Random Cluster Models
Авторы: Cerny G., Kotecky R.
Аннотация:
Journal of Statistical Physics, Vol. 111, Nos. 1/2, April 2003, p. 73-106.
A random cluster measure on Z(d) that is not translationally invariant is constructed for d>/3, the critical density p(c), and sufficiently large q. The resulting measure is proven to be a Gibbs state satisfying cluster model DLR- equations.