We present the problem of Ergodic Optimization for the shift on the sequences of naturals (positive integers) with a irreducible transition matrix, that is, such that the dynamics is transitive. With some uniformity on the potential, we're able to give a simple and dynamical proof of the existence of a maximizing measure on this context.
Strada le Grazie 15
Partita IVA 01541040232
Codice Fiscale 93009870234
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