Add to ORKGAbstract. We consider two examples of diffeomorphisms of the connected sum of two anchor rings. The first is a hyperbolic diffeomorphism which induces an automorphism on the first cohomology group (of the attractor) having 1 as an eigenvalue. The second fails to be hyperbolic on two transverse intersecting discs and is non-uniformly hyperbolic on the rest of the attractor. The Livšic periodic point theorem is not true for the latter example
Abstract. Let (X,φ) be a hyperbolic dynamical system and (G, δ) a Polish group. Motivated by [4] and...
Diffeomorphisms of a multidimensional space into itself with a hyperbolic fixed point are considere...
We consider diffeomorphism of three-dimensional space with a hyperbolic fixed point at the origin an...
We prove that for C-1 generic diffeomorphisms, every isolated compact invariant set Lambda which sat...
In paper we present the topological method of proving the existence of periodic in multidimensional ...
Texto completo: acesso restrito. p. 455-483We prove some criteria for uniform hyperbolicity based on...
For hyperbolic systems and for Holder cocycles with values in a compact metric group, we extend Livs...
We study a diffeomorphism of a multidimensional space into itself with a hyperbolic fixed point at ...
In this paper, we revisit uniformly hyperbolic basic sets and the dom- ination of Oseledets splittin...
AbstractHere we study an amazing phenomenon discovered by Newhouse [S. Newhouse, Non-density of Axio...
Higher dimensional complex dynamics has experienced a tremendous growth in the past decade and much ...
Thesis (M.S.)--Wichita State University, College of Liberal Arts and Sciences, Dept. of Mathematics ...
Higher dimensional complex dynamics has experienced a tremendous growth in the past decade and much ...
In this note we study the growth of the number of periodic points for non-degenerate actions of comm...
For diffeomorphisms of smooth compact finite-dimensional manifolds, we consider the problem of how f...
Abstract. Let (X,φ) be a hyperbolic dynamical system and (G, δ) a Polish group. Motivated by [4] and...
Diffeomorphisms of a multidimensional space into itself with a hyperbolic fixed point are considere...
We consider diffeomorphism of three-dimensional space with a hyperbolic fixed point at the origin an...
We prove that for C-1 generic diffeomorphisms, every isolated compact invariant set Lambda which sat...
In paper we present the topological method of proving the existence of periodic in multidimensional ...
Texto completo: acesso restrito. p. 455-483We prove some criteria for uniform hyperbolicity based on...
For hyperbolic systems and for Holder cocycles with values in a compact metric group, we extend Livs...
We study a diffeomorphism of a multidimensional space into itself with a hyperbolic fixed point at ...
In this paper, we revisit uniformly hyperbolic basic sets and the dom- ination of Oseledets splittin...
AbstractHere we study an amazing phenomenon discovered by Newhouse [S. Newhouse, Non-density of Axio...
Higher dimensional complex dynamics has experienced a tremendous growth in the past decade and much ...
Thesis (M.S.)--Wichita State University, College of Liberal Arts and Sciences, Dept. of Mathematics ...
Higher dimensional complex dynamics has experienced a tremendous growth in the past decade and much ...
In this note we study the growth of the number of periodic points for non-degenerate actions of comm...
For diffeomorphisms of smooth compact finite-dimensional manifolds, we consider the problem of how f...
Abstract. Let (X,φ) be a hyperbolic dynamical system and (G, δ) a Polish group. Motivated by [4] and...
Diffeomorphisms of a multidimensional space into itself with a hyperbolic fixed point are considere...
We consider diffeomorphism of three-dimensional space with a hyperbolic fixed point at the origin an...