Quenched Mixing Rates for Doubly Intermittent Maps

Published 15 Apr 2024 in math.DS | (2404.09751v1)

Abstract: We study quenched mixing rates for two classes of random interval maps characterized by the presence of two indifferent fixed points and singular points. Using a random tower construction we prove the existence of an equivariant absolutely continuous probability measures with polynomial decay of correlations.

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