A note on the growth of periodic points for commuting toral automorphisms
- Pollicott, Mark
DOIAbstract
In this note we study the growth of the number of periodic points for non-degenerate actions of commuting hyperbolic toral automorophisms
In this note we study the growth of the number of periodic points for non-degenerate actions of commuting hyperbolic toral automorophisms
Abstract. We consider two examples of diffeomorphisms of the connected sum of two anchor rings. The ...
We consider asymptotic orbit-counting problems for certain expansive actions by commuting automorphi...
Thesis (Ph. D.)--University of Washington, 1992The study of the dynamical properties of hyperbolic t...
For a toral automorphism which is ergodic, but not necessarily hyperbolic, we derive asymptotic form...
In this article, subsets of T2 that can arise as sets of all periodic points of a continuous 2-dimen...
AbstractIn this article, subsets of T2 that can arise as sets of all periodic points of a continuous...
In this paper we study the distribution properties of periodic orbits for the linear hyperbolic auto...
In this paper we study the distribution properties of periodic orbits for the linear hyperbolic auto...
Higher dimensional complex dynamics has experienced a tremendous growth in the past decade and much ...
Higher dimensional complex dynamics has experienced a tremendous growth in the past decade and much ...
For diffeomorphisms of smooth compact finite-dimensional manifolds, we consider the problem of how f...
In this paper we study the distribution properties of periodic orbits for the linear hyperbolic aut...
Abstract. The points homoclinic to 0 under a hyperbolic toral automorphism form the intersection of ...
In this paper we study the distribution properties of periodic orbits for the linear hyperbolic aut...
In this paper we study the distribution properties of periodic orbits for the linear hyperbolic aut...
Abstract. We consider two examples of diffeomorphisms of the connected sum of two anchor rings. The ...
We consider asymptotic orbit-counting problems for certain expansive actions by commuting automorphi...
Thesis (Ph. D.)--University of Washington, 1992The study of the dynamical properties of hyperbolic t...
For a toral automorphism which is ergodic, but not necessarily hyperbolic, we derive asymptotic form...
In this article, subsets of T2 that can arise as sets of all periodic points of a continuous 2-dimen...
AbstractIn this article, subsets of T2 that can arise as sets of all periodic points of a continuous...
In this paper we study the distribution properties of periodic orbits for the linear hyperbolic auto...
In this paper we study the distribution properties of periodic orbits for the linear hyperbolic auto...
Higher dimensional complex dynamics has experienced a tremendous growth in the past decade and much ...
Higher dimensional complex dynamics has experienced a tremendous growth in the past decade and much ...
For diffeomorphisms of smooth compact finite-dimensional manifolds, we consider the problem of how f...
In this paper we study the distribution properties of periodic orbits for the linear hyperbolic aut...
Abstract. The points homoclinic to 0 under a hyperbolic toral automorphism form the intersection of ...
In this paper we study the distribution properties of periodic orbits for the linear hyperbolic aut...
In this paper we study the distribution properties of periodic orbits for the linear hyperbolic aut...
Abstract. We consider two examples of diffeomorphisms of the connected sum of two anchor rings. The ...
We consider asymptotic orbit-counting problems for certain expansive actions by commuting automorphi...
Thesis (Ph. D.)--University of Washington, 1992The study of the dynamical properties of hyperbolic t...
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