A Variational Principle for the Specific Entropy for Symbolic Systems with Uncountable Alphabets
arXiv:1707.01762
Abstract
In this paper we derived a variational principle for the specific entropy on the context of symbolic dynamics of compact metric space alphabets and use this result to obtain the uniqueness of the equilibrium states associated to a Walters potential.
14 pages. Accepted for publication in Mathematische Nachrichten