Add to ORKGAbstract. We give sufficient conditions for the uniform hyperbolicity of certain nonuniformly hyperbolic dynamical systems. In particular, we show that local diffeo-morphisms that are nonuniformly expanding on sets of total probability are necessar-ily uniformly expanding. We also present a version of this result for diffeomorphism
We propose a rigorous computational method to prove the uniform hyperbolicity of discrete dynamical ...
Semi-hyperbolic dynamical systems generated by Lipschitz mappings are shown to be exponentially expa...
We prove an almost sure invariance principle that is valid for general classes of nonuniformly expan...
Abstract. We prove that the system resulting of coupling the standard map with a fast hyperbolic sys...
We provide a generalmechanismfor obtaining uniforminformation from pointwise data. A sample result i...
Abstract. Mostly contracting dieomorphisms are the simplest examples of robustly nonuniformly hyperb...
The notion of uniform hyperbolicity, introduced by Steve Smale in the early sixties, unified importa...
We study the ergodic theory of non-conservative C^1-generic diffeomorphisms. First, we show that hom...
We study the ergodic theory of non-conservative C^1-generic diffeomorphisms. First, we show that hom...
Texto completo: acesso restrito. p. 455-483We prove some criteria for uniform hyperbolicity based on...
Abstract. We prove the existence of SRB measures for local diffeomorphisms under certain recurrence ...
We prove an almost sure invariance principle that is valid for general classes of nonuniformly expan...
We prove an almost sure invariance principle that is valid for general classes of nonuniformly expan...
In this thesis, we study hyperbolicity for deterministic and random nonautonomous dynamical systems ...
In this work, we give a class of examples of hyperbolic potentials (including the null one) for cont...
We propose a rigorous computational method to prove the uniform hyperbolicity of discrete dynamical ...
Semi-hyperbolic dynamical systems generated by Lipschitz mappings are shown to be exponentially expa...
We prove an almost sure invariance principle that is valid for general classes of nonuniformly expan...
Abstract. We prove that the system resulting of coupling the standard map with a fast hyperbolic sys...
We provide a generalmechanismfor obtaining uniforminformation from pointwise data. A sample result i...
Abstract. Mostly contracting dieomorphisms are the simplest examples of robustly nonuniformly hyperb...
The notion of uniform hyperbolicity, introduced by Steve Smale in the early sixties, unified importa...
We study the ergodic theory of non-conservative C^1-generic diffeomorphisms. First, we show that hom...
We study the ergodic theory of non-conservative C^1-generic diffeomorphisms. First, we show that hom...
Texto completo: acesso restrito. p. 455-483We prove some criteria for uniform hyperbolicity based on...
Abstract. We prove the existence of SRB measures for local diffeomorphisms under certain recurrence ...
We prove an almost sure invariance principle that is valid for general classes of nonuniformly expan...
We prove an almost sure invariance principle that is valid for general classes of nonuniformly expan...
In this thesis, we study hyperbolicity for deterministic and random nonautonomous dynamical systems ...
In this work, we give a class of examples of hyperbolic potentials (including the null one) for cont...
We propose a rigorous computational method to prove the uniform hyperbolicity of discrete dynamical ...
Semi-hyperbolic dynamical systems generated by Lipschitz mappings are shown to be exponentially expa...
We prove an almost sure invariance principle that is valid for general classes of nonuniformly expan...