Geoffrey Grimmett — Comparison and Disjoint-Occurrence Inequalities for Random-Cluster Models
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Название: Comparison and Disjoint-Occurrence Inequalities for Random-Cluster Models
Автор: Geoffrey Grimmett
Аннотация:
A principal technique for studying percolation, (ferromagnetic) Ising, Potts, and random-cluster models is
the FKG inequality, which implies certain stochastic comparison inequalities for the associated probability measures.
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