18 citations · 59 across the 39 of their papers we have counts for
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A Berry-Esseen theorem and Edgeworth expansions for uniformly elliptic inhomogeneous Markov chains
Dmitry Dolgopyat, Yeor Hafouta
We prove a Berry-Esseen theorem and Edgeworth expansions for partial sums of the form , where is a uniformly elliptic inhomogeneous Ma…
On the functional CLT for slowly mixing triangular arrays
Yeor Hafouta
In \cite{MPU} a functional CLT was obtained for triangular arrays satisfying the Lindeberg condition, that the sum of the individual variances is at most the same order as the vari…
Large deviations, moment estimates and almost sure invariance principles for skew products with mixing base maps and expanding on the average fibers
Yeor Hafouta
In this paper we show how to apply classical probabilistic tools for partial sums generated by a skew product , built over a sufficiently well mixing…
A vector-valued almost sure invariance principle for random expanding on average cocycles
Davor Dragičević, Yeor Hafouta, Julien Sedro
We obtain a quenched vector-valued almost sure invariance principle (ASIP) for random expanding on average cocycles. This is achieved by combining the adapted version of Gouëzel's…
Convergence rates in the functional CLT for alpha-mixing triangular arrays
Yeor Hafouta
We obtain convergence rates (in the Levi-Prokhorove metric) in the functional central limit theorem (CLT) for partial sums of triangular arrays $\{ξ_{1,…