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Abstract: We claim that looking at probability distributions of \emph{finite time}largest Lyapunov exponents, and more precisely studying their large deviationproperties, yields an extremely powerful technique to get quantitativeestimates of polynomial decay rates of time correlations and Poincar\-erecurrences in the -quite delicate- case of dynamical systems with weak chaoticproperties.



Autor: Roberto Artuso, Cesar Manchein

Fuente: https://arxiv.org/







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