DOIAbstract
We investigate a class of area preserving non-uniformly hyperbolic maps of the two torus. First we establish some results on the regularity of the invariant foliations, then we use this knowledge to estimate the rate of mixing
We investigate a class of area preserving non-uniformly hyperbolic maps of the two torus. First we establish some results on the regularity of the invariant foliations, then we use this knowledge to estimate the rate of mixing
In the paper, we prove convergence of moments of all orders for Axiom A diffeomorphisms and flows. T...
We construct symplectic invariants for Hamiltonian integrable sys-tems of 2 degrees of freedom posse...
In this article a diffusion equation is obtained as a limit of a reversible kinetic equation with an...
We investigate a class of area preserving non-uniformly hyperbolic maps of the two torus. First we ...
Abstract. We investigate a class of area preserving non-uniformly hyperbolic maps of the two torus. ...
We establish sharp bounds on the mixing rates of a class of two dimensional non-uniformly hyperbolic...
This article analyzes in detail the statistical and measure-theoretical properties of the nonuniform...
In this work we obtain mixing (and in some cases sharp mixing rates) for a reasonable large class ...
We study statistical properties of infinite to one piecewise invertible systems. Under both Renyi&ap...
If a system mixes too slowly, putting a hole in it can completely destroy the richness of the dynami...
AbstractMotivated by applications to singular perturbations, the paper examines convergence rates of...
Given an orbit whose linearization has invariant subspaces satisfying some non-resonance conditions ...
We prove the Almost Sure Invariance Principle (ASIP) with close to optimal error rates for nonunifor...
In the paper, we prove convergence of moments of all orders for Axiom A diffeomorphisms and flows. T...
We construct symplectic invariants for Hamiltonian integrable sys-tems of 2 degrees of freedom posse...
In this article a diffusion equation is obtained as a limit of a reversible kinetic equation with an...
We investigate a class of area preserving non-uniformly hyperbolic maps of the two torus. First we ...
Abstract. We investigate a class of area preserving non-uniformly hyperbolic maps of the two torus. ...
We establish sharp bounds on the mixing rates of a class of two dimensional non-uniformly hyperbolic...
This article analyzes in detail the statistical and measure-theoretical properties of the nonuniform...
In this work we obtain mixing (and in some cases sharp mixing rates) for a reasonable large class ...
We study statistical properties of infinite to one piecewise invertible systems. Under both Renyi&ap...
If a system mixes too slowly, putting a hole in it can completely destroy the richness of the dynami...
AbstractMotivated by applications to singular perturbations, the paper examines convergence rates of...
Given an orbit whose linearization has invariant subspaces satisfying some non-resonance conditions ...
We prove the Almost Sure Invariance Principle (ASIP) with close to optimal error rates for nonunifor...
In the paper, we prove convergence of moments of all orders for Axiom A diffeomorphisms and flows. T...
We construct symplectic invariants for Hamiltonian integrable sys-tems of 2 degrees of freedom posse...
In this article a diffusion equation is obtained as a limit of a reversible kinetic equation with an...
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