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Statistical mechanics on a compact set with $Z^{v}$ action satisfying expansiveness and specification
We consider a compact set Q with a homeomorphism (or more generally a Z' action) such that expansiveness and Bowen's specification condition hold.The entropy is a function on invariant probability measures.The pressure (a concept borrowed from statistical mechanics) is defined as function on ¿?(ß)-the real continuous functions on ft.The entropy …