Y. Hafouta

发表

A Nonconventional Local Limit Theorem

Y. Kifer, Y. Hafouta, 2014, 1407.0143.

Convergence rates in the functional CLT for alpha-mixing triangular arrays

Y. Hafouta, 2021, 2107.02234.

On the Asymptotic Moments and Edgeworth Expansions for Some Processes in Random Dynamical Environment

Y. Hafouta, 2018, Journal of Statistical Physics.

Explicit conditions for the CLT and related results for non-uniformly partially expanding random dynamical systems via effective RPF rates

Y. Hafouta, 2022, 2208.00518.

Complex projective metrics on Young towers, countable sub-shifts and other countable covering maps

Y. Hafouta, 2019, 1905.01622.

Non-uniform Berry-Esseen theorem and Edgeworth expansions with applications to transport distances for weakly dependent random variables

Y. Hafouta, 2022, 2210.07204.

Non-uniform Berry-Esseen theorem and Edgeworth expansions with applications to transport distances for weakly dependent random variables

Y. Hafouta, 2022, 2210.07204.

A Nonconventional Local Limit Theorem

Y. Kifer, Y. Hafouta, 2015, Journal of Theoretical Probability.

Edgeworth expansions for independent bounded integer valued random variables

D. Dolgopyat, Y. Hafouta, 2020, Stochastic Processes and their Applications.

A Vector-Valued Almost Sure Invariance Principle for Random Expanding on Average Cocycles

D. Dragičević, Y. Hafouta, J. Sedro, 2021, Journal of Statistical Physics.

PR ] 3 0 N ov 2 02 0 EDGEWORTH EXPANSIONS FOR INDEPENDENT BOUNDED INTEGER VALUED RANDOM VARIABLES

D. Dolgopyat, Y. Hafouta, 2020 .

EDGEWORTH EXPANSION FOR INDEPENENT BOUNDED INTEGER VALUED RANDOM VARIABLES

D. Dolgopyat, Y. Hafouta, 2020 .

On the functional CLT for slowly mixing triangular arrays

Y. Hafouta, 2021, 2111.05807.

CONVERGENCE RATES IN THE STRONG, WEAK AND FUNCTIONAL INVARIANCE PRINCIPLES FOR NON-STATIONARY MIXING ARRAYS VIA VARIANCE LINEARIZATION

Y. Hafouta, 2021 .

A FUNCTIONAL CENTRAL LIMIT THEOREMS FOR TRIANGULAR ARRAYS VIA VARIANCE REGULARIZATION WITH CLOSE TO OPTIMAL MIXING RATES

Y. Hafouta, 2021 .

A Berry–Esseen theorem and Edgeworth expansions for uniformly elliptic inhomogeneous Markov chains

Dmitry Dolgopyat, Yeor Hafouta, D. Dolgopyat, 2021, Probability Theory and Related Fields.

Non-uniform Berry-Esseen theorem and Edgeworth expansions with applications to transport distances for weakly dependent random variables

Y. Hafouta, 2022, 2210.07204.

Large deviations, moment estimates and almost sure invariance principles for skew products with mixing base maps and expanding-on-average fibers

Y. Hafouta, 2023, Ergodic Theory and Dynamical Systems.

Large deviations, moment estimates and almost sure invariance principles for skew products with mixing base maps and expanding on the average fibers

Y. Hafouta, 2021, 2109.11073.

Almost sure invariance principle for random dynamical systems via Gouëzel's approach

Y. Hafouta, Davor Dragivcevi'c, 2019, Nonlinearity.

LIMIT THEOREMS FOR SKEW PRODUCTS WITH MIXING BASE MAPS AND EXPANDING ON THE AVERAGE FIBERS WITHOUT FIBERWISE CENTERING

Y. Hafouta, 2021 .

Convergence rates in the functional CLT for α-mixing triangular arrays

Y. Hafouta, 2023, Stochastic Processes and their Applications.

A local limit theorem for number of multiple recurrences generated by non-uniformly hyperbolic or expanding maps

Y. Hafouta, 2020 .