Add to ORKGWe consider Rn skew-products of a class of hyperbolic dynamical systems. It was proved by Nit¸ic�a and Pollicott [NP] that for an Anosov diffeomorphism of an infranilmanifold there is (subject avoiding natural obstructions) an open and dense set f : ! RN for which the skew-product f (x, s) = ((x), s+f(x)) on �RN has a dense orbit. We prove a similar result in the context of an Axiom A hyperbolic flow on an attractor
. In this paper we study topological properties of continuoustime linear hyperbolic cocycles. Roughl...
We present the topological transitivity of a class of diffeomorphisms on the thickened torus, includ...
This is a graduate text in differentiable dynamical systems. It focuses on structural stability and ...
2011 We consider Rn skew-products of a class of hyperbolic dynamical systems. It was proved by Niţi...
Abstract. Let f: X → X be the restriction to a hyperbolic basic set of a smooth diffeomorphism. If G...
(Communicated by??????) Abstract. Let f: X → X be the restriction to a hyperbolic basic set of a smo...
Currently, there is great renewed interest in proving the topological transitivity of various classe...
Let ƒ : X → X be the restriction to a hyperbolic basic set of a smooth diffeomorphism. We find sever...
The topological transitivity of non-compact group extensions of topologically mixing subshifts of fi...
Stable ergodicity is dense among compact Lie group extensions of Anosov diffeomorphisms of compact m...
Suppose that f and f' are axiom A flows with attractors A and A'. Then the attractor A x A' for the ...
It is well known for non-injective endomorphisms that if for every point the set of preimages is de...
We introduce a class of endomorphisms which are piecewise smooth and have hyperbolic attractors. Thi...
Let φ: X → X be a hyperbolic dynamical system and, for a finite G, let �φ: � X → � X be a G-extens...
AbstractAs a special case of our results we prove the following. Let A∈Diffr(M) be an Anosov diffeom...
. In this paper we study topological properties of continuoustime linear hyperbolic cocycles. Roughl...
We present the topological transitivity of a class of diffeomorphisms on the thickened torus, includ...
This is a graduate text in differentiable dynamical systems. It focuses on structural stability and ...
2011 We consider Rn skew-products of a class of hyperbolic dynamical systems. It was proved by Niţi...
Abstract. Let f: X → X be the restriction to a hyperbolic basic set of a smooth diffeomorphism. If G...
(Communicated by??????) Abstract. Let f: X → X be the restriction to a hyperbolic basic set of a smo...
Currently, there is great renewed interest in proving the topological transitivity of various classe...
Let ƒ : X → X be the restriction to a hyperbolic basic set of a smooth diffeomorphism. We find sever...
The topological transitivity of non-compact group extensions of topologically mixing subshifts of fi...
Stable ergodicity is dense among compact Lie group extensions of Anosov diffeomorphisms of compact m...
Suppose that f and f' are axiom A flows with attractors A and A'. Then the attractor A x A' for the ...
It is well known for non-injective endomorphisms that if for every point the set of preimages is de...
We introduce a class of endomorphisms which are piecewise smooth and have hyperbolic attractors. Thi...
Let φ: X → X be a hyperbolic dynamical system and, for a finite G, let �φ: � X → � X be a G-extens...
AbstractAs a special case of our results we prove the following. Let A∈Diffr(M) be an Anosov diffeom...
. In this paper we study topological properties of continuoustime linear hyperbolic cocycles. Roughl...
We present the topological transitivity of a class of diffeomorphisms on the thickened torus, includ...
This is a graduate text in differentiable dynamical systems. It focuses on structural stability and ...