| Abstract |
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We obtain a quenched almost sure invariance principle for Random Young
Towers. Applications are i.i.d. perturbations of non-uniformly
expanding maps. In particular, we answer an open question posed by
Baladi, Benedicks and Maume-Deschamps in 2002. We also prove a
quenched (functional) Central Limit Theorem for general random
dynamical system under an average decay assumption.
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