Decay of correlations for invertible systems with non-Hölder observables

Published 3 Dec 2014 in math.DS | (1412.1299v1)

Abstract: An invertible dynamical system with some hyperbolic structure is considered. Upper estimates for the correlations of continuous observables is given in terms of modulus of continuity. The result is applied to certain H\'enon maps and Solenoid maps with intermittency.

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Authors (1)

Marks Ruziboev

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