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Variational Description of Gibbs-Non-Gibbs Dynamical Transitions for Spin-Flip Systems with a Kac-Type Interaction
(Springer, 2014-07)
We continue our study of Gibbs-non-Gibbs dynamical transitions. In the present paper we consider a system of Ising spins on a large discrete torus with a Kac-type interaction subject to an independent spin-flip dynamics ...
Non-lacunary Gibbs Measures for Certain Fractal Repellers
(Springer, 2009-09-01)
In this paper, we study non-uniformly expanding repellers constructed as the limit sets for a non-uniformly expanding dynamical systems. We prove that given a Holder continuous potential phi satisfying a summability ...
Non-lacunary Gibbs Measures for Certain Fractal Repellers
(Springer, 2009-09-01)
In this paper, we study non-uniformly expanding repellers constructed as the limit sets for a non-uniformly expanding dynamical systems. We prove that given a Holder continuous potential phi satisfying a summability ...
Non-lacunary Gibbs Measures for Certain Fractal Repellers
(Springer, 2014)
Non-uniform Specification and Large Deviations for Weak Gibbs Measures
(2012)
We establish bounds for the measure of deviation sets associated to continuous observables with respect to not necessarily invariant weak Gibbs measures. Under some mild assumptions, we obtain upper and lower bounds for ...
Fluctuation bounds for entropy production estimators in Gibbs measures
(IOP Publishing, 2015)
We give bounds for the fluctuations of estimators of the mean entropy production
in Gibbsian sources. These bounds are valid for every n, where n
denotes the size-length of the sample. We consider two estimators which ...
(Non-equilibrium) thermodynamics of integrable models: The Generalized Gibbs Ensemble description of the classical Neumann model
(Europhysics Letters, 2020-10)
We study the motion of a classical particle subject to anisotropic harmonic forces and constrained to move on the SN−1 sphere. In the integrable-systems literature this problem is known as the Neumann model. We choose the ...