In this paper Markov chain perturbations of a class of partially expanding attractors of a diffeomorphism axe considered. We show that, under some regularity conditions on the transition probabilities, the zero-noise limits of stationary measures of the Markov chains are Sinai-Ruelle-Bowen measures of the diffeomorphism on the attractors.http://gateway.webofknowledge.com/gateway/Gateway.cgi?GWVersion=2&SrcApp=PARTNER_APP&SrcAuth=LinksAMR&KeyUT=WOS:000240860000004&DestLinkType=FullRecord&DestApp=ALL_WOS&UsrCustomerID=8e1609b174ce4e31116a60747a720701Statistics & ProbabilitySCI(E)0ARTICLE3341-354
We consider attractors for certain types of random dynamical systems. These are skew-product systems...
We analyze metrical properties of the unique stationary law for the one-step predictor of a finite s...
p. 17-44Bonatti and Viana introduced a robust (non-empty interior) class of partially hyperbolic att...
We consider zero-noise limits of random perturbations of dynamical systems and examine, in terms of ...
We study partially hyperbolic attractors of class C 2 diffeomorphisms in a finite dimensional comp...
In this thesis we consider discrete-time dynamical systems in the interval perturbed with bounded no...
ADInternational audienceWe analyze quasi-stationary distributions \μ ε \ ε\textgreater0 of a family ...
ADInternational audienceWe analyze quasi-stationary distributions \μ ε \ ε\textgreater0 of a family ...
ADInternational audienceWe analyze quasi-stationary distributions \μ ε \ ε\textgreater0 of a family ...
ADInternational audienceWe analyze quasi-stationary distributions \μ ε \ ε\textgreater0 of a family ...
In this note we show that, for a class of partially hyperbolic C-r (r >= 1) diffeomorphisms, (1) ...
Copyright © 1999 The Royal Society. NOTICE: This is the author’s version of a work accepted for publ...
Abstract: Random diffeomorphisms with bounded absolutely continuous noise are known to possess a fin...
<p>Matrix of transition probabilities among all possible pairs of attractors. The entries of each co...
We analyze the quasi-stationary distributions of the family of Markov chains {Xε n}, ε> 0, obtain...
We consider attractors for certain types of random dynamical systems. These are skew-product systems...
We analyze metrical properties of the unique stationary law for the one-step predictor of a finite s...
p. 17-44Bonatti and Viana introduced a robust (non-empty interior) class of partially hyperbolic att...
We consider zero-noise limits of random perturbations of dynamical systems and examine, in terms of ...
We study partially hyperbolic attractors of class C 2 diffeomorphisms in a finite dimensional comp...
In this thesis we consider discrete-time dynamical systems in the interval perturbed with bounded no...
ADInternational audienceWe analyze quasi-stationary distributions \μ ε \ ε\textgreater0 of a family ...
ADInternational audienceWe analyze quasi-stationary distributions \μ ε \ ε\textgreater0 of a family ...
ADInternational audienceWe analyze quasi-stationary distributions \μ ε \ ε\textgreater0 of a family ...
ADInternational audienceWe analyze quasi-stationary distributions \μ ε \ ε\textgreater0 of a family ...
In this note we show that, for a class of partially hyperbolic C-r (r >= 1) diffeomorphisms, (1) ...
Copyright © 1999 The Royal Society. NOTICE: This is the author’s version of a work accepted for publ...
Abstract: Random diffeomorphisms with bounded absolutely continuous noise are known to possess a fin...
<p>Matrix of transition probabilities among all possible pairs of attractors. The entries of each co...
We analyze the quasi-stationary distributions of the family of Markov chains {Xε n}, ε> 0, obtain...
We consider attractors for certain types of random dynamical systems. These are skew-product systems...
We analyze metrical properties of the unique stationary law for the one-step predictor of a finite s...
p. 17-44Bonatti and Viana introduced a robust (non-empty interior) class of partially hyperbolic att...