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Название: Results from the Holsztynski-Slawny Reduction Method for Ferromagnetic Ising Models
Автор: Monroe J.L.
We establish a variety of results using the Holsztynski-Slawny reduction method to study various ferromagnetic, Ising spin systems. The results range from a new proof of the lack of a first-order phase transition for certain infinite range, pair interaction, one-dimensional systems to a study of certain three-dimensional systems having many-body interactions.