Analysis of correlation bounds for uniformly expanding maps on [0,1]
In this paper, we provide the decay of correlations for random dynamical systems. Precisely, we consider the uniformly C^2 piecewise expanding maps defined on the unit interval satisfying lambda(T′_w)=inf|T′_w|>2. As a principal tool of these studies, we use a coupling method for analyzing the coupling time of observables with bounded variation.
Publisher Name
Aximos Journal
Volume Number
12
Issue Number
12
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