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20142026
most citedLimit theorems for some skew products with mixing base maps

18 citations · 59 across the 39 of their papers we have counts for

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8 papers · 1 filter

math.PR2025

Limit theorems for inhomogeneous random walks on

Yeor Hafouta

We prove Berry-Esseen theorems, almost sure invariance principle rates and large deviations for products of independent but not identically distributed invertible matrices with som…

math.PR2025

Non-uniform Edgeworth expansions for weakly dependent random variables and their applications

Yeor Hafouta

We obtain non-uniform Edgeworth expansions for several classes of weakly dependent (non-stationary) sequences of random variables, including uniformly elliptic inhomogeneous Markov…

math.DS2025

Decay of correlations and limit theorems for random intermittent maps

Davor Dragicevic, Yeor Hafouta, Juho Leppanen

In this paper, we revisit the problem of polynomial memory loss and the central limit theorem for time-dependent LSV maps. More precisely, we show that for random LSV maps correspo…

math.PR2025

Statistical properties of Markov shifts (part I)

Yeor Hafouta

We prove central limit theorems, Berry-Esseen type theorems, almost sure invariance principles, large deviations and Livsic type regularity for partial sums of the form $S_n=\sum_{…

math.PR2025

Statistical properties of Markov shifts: part II-LLT

Yeor Hafouta

We prove Local Central Limit Theorems (LLT) for partial sums of the form , where is a Markov chains with equicontinuou…

math.PR2025

Limit theorems for inhomogeneous -mixing Markov chains

Yeor Hafouta, Brenden Williams

We prove limit theorems for inhomogeneous -mixing Markov chains. In the case of uniform -mixing, we will focus on the purely sequential (inhomogeneous) setting, while in the…

math.PR2025

A few notes on the asymptotic behavior of Rademacher random multiplicative functions

Yeor Hafouta

Let $X_p, p\in\cP$ be a sequence of independent random variables s.t. $\bbP(X_p=\pm 1)=1/2$. Let $\te_j=\prod_{p|j}X_p$ if is square free and $\te_j=0$ otherwise. Denote $S_n=\…

math.DS2025

Livšic regularity for random and sequential dynamics through transfer operators

Lucas Backes, Davor Dragicevic, Yeor Hafouta

We prove Livšic-type regularity results of coboundary representations for non-autonomous dynamical systems. Our results have an abstract nature and apply to several important speci…