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Название: A Characterization of First-Order Phase Transitions for Superstable Interactions in Classical Statistical Mechanics
Авторы: Klein D., Yang W.-S.
We give bounds on finite-volume expectations for a set of boundary conditions containing the support of any tempered Gibbs state and prove a theorem connecting the behavior of Gibbs states to the differentiability of the pressure for continuum statistical mechanical systems with long-range superstable potentials. Convergence of grand canonical Gibbs states is also studied.