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A. Baraviera, A. Lopes, P. Thieullen (2006)
A LARGE DEVIATION PRINCIPLE FOR THE EQUILIBRIUM STATES OF HÖLDER POTENTIALS: THE ZERO TEMPERATURE CASEStochastics and Dynamics, 06
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We address the analysis of the following problem: given a real Hölder potential f defined on the Bernoulli space and μ f its equilibrium state, it is known that this shift-invariant probability can be weakly approximated by probabilities in periodic orbits associated to certain zeta functions.
Bulletin of the Brazilian Mathematical Society, New Series – Springer Journals
Published: Sep 1, 2010
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