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20082021
most citedCorrelation decay and recurrence estimates for some robust nonuniformly hyperbolic maps

14 citations · 31 across the 9 of their papers we have counts for

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16 papers · 1 filter

math.DS2021

Genericity of historic behavior for maps and flows

Maria Carvalho, Paulo Varandas

We establish a sufficient condition for a continuous map, acting on a compact metric space, to have a Baire residual set of points exhibiting historic behavior (also known as irreg…

math.DS20212 cited

Lyapunov non-typical behavior for linear cocycles through the lens of semigroup actions

Giovane Ferreira, Paulo Varandas

The celebrated Oseledets theorem \cite{O}, building over seminal works of Furstenberg and Kesten on random products of matrices and random variables taking values on non-compact se…

math.DS20211 cited

Exponential decay of correlations for Gibbs measures on attractors of Axiom A flows

Diego Daltro, Paulo Varandas

In this paper we study the decay of correlations for Gibbs measures associated to codimension one Axiom A attractors for flows. We prove that a codimension one Axiom A attractors w…

math.DS2020

The role of continuity and expansiveness on leo and periodic specification properties

Serge Troubetzkoy, Paulo Varandas

In this short note we prove that a continuous map which is locally eventually onto and is expansive satisfies the periodic specification property. We also discuss the role of conti…

math.DS2019

Ergodic optimization for hyperbolic flows and Lorenz attractors

Marcus Morro, Roberto Sant'Anna, Paulo Varandas

In this article we consider the ergodic optimization for hyperbolic flows and Lorenz attractors with respect to both continuous and Holder continuous observables. In the context of…

math.DS20199 cited

A criterion for the triviality of the centralizer for vector fields and applications

Wescley Bonomo, Paulo Varandas

In this paper we establish a criterion for the triviality of the -centralizer for vector fields and flows. In particular we deduce the triviality of the centralizer at homocli…