Add to ORKGAbstract. We prove existence of finitely many ergodic equili-brium states associated to local homeomorphisms and hyperbolic potentials. In addition, if the dynamics is transitive we obtain the uniqueness of equilibrium state. Under the assumptions of uniform contraction on the fiber and non-uniformly expansion on some region of the base we also prove existence of equilibrium states for partially hyperbolic skew-products. 1
Abstract. We consider the dynamics of skew product maps asso-ciated with finitely generated semigrou...
Because of its double periodicity, each elliptic function canonically induces a holomorphic dynamica...
Abstract We consider coupled map lattices of hyperbolic type, i.e., chains of weakly interacting hyp...
Abstract We study ergodic properties of invariant measures for the partially hyperbolic horseshoes, ...
We study the structural stability of coupled map lattice models of hyperbolic type under certain met...
In this paper, we study ergodic features of invariant measures for the partially hyperbolic horsesho...
Neste trabalho tratamos o assunto de existência e unicidade de estados de equilíbrio para uma classe...
In this paper we consider horseshoes containing an orbit of homoclinic tangency accumulated by perio...
In this work, we give a class of examples of hyperbolic potentials (including the null one) for cont...
J. Thompson It is well known that for expansive maps and continuous potential functions, the specifi...
Abstract. We present some results and open problems about stable ergodicity of partially hyperbolic ...
Thurston maps are topological generalizations of postcritically-finite rational maps. This book prov...
For this printing of R. Bowen's book, J.-R. Chazottes has retyped it in TeX for easier reading, ther...
Abstract. Given a nite irreducible set of real d d matrices A1; : : : ;AM and a real parameter s > 0...
We study an inducing scheme approach for smooth interval maps to prove existence and uniqueness of e...
Abstract. We consider the dynamics of skew product maps asso-ciated with finitely generated semigrou...
Because of its double periodicity, each elliptic function canonically induces a holomorphic dynamica...
Abstract We consider coupled map lattices of hyperbolic type, i.e., chains of weakly interacting hyp...
Abstract We study ergodic properties of invariant measures for the partially hyperbolic horseshoes, ...
We study the structural stability of coupled map lattice models of hyperbolic type under certain met...
In this paper, we study ergodic features of invariant measures for the partially hyperbolic horsesho...
Neste trabalho tratamos o assunto de existência e unicidade de estados de equilíbrio para uma classe...
In this paper we consider horseshoes containing an orbit of homoclinic tangency accumulated by perio...
In this work, we give a class of examples of hyperbolic potentials (including the null one) for cont...
J. Thompson It is well known that for expansive maps and continuous potential functions, the specifi...
Abstract. We present some results and open problems about stable ergodicity of partially hyperbolic ...
Thurston maps are topological generalizations of postcritically-finite rational maps. This book prov...
For this printing of R. Bowen's book, J.-R. Chazottes has retyped it in TeX for easier reading, ther...
Abstract. Given a nite irreducible set of real d d matrices A1; : : : ;AM and a real parameter s > 0...
We study an inducing scheme approach for smooth interval maps to prove existence and uniqueness of e...
Abstract. We consider the dynamics of skew product maps asso-ciated with finitely generated semigrou...
Because of its double periodicity, each elliptic function canonically induces a holomorphic dynamica...
Abstract We consider coupled map lattices of hyperbolic type, i.e., chains of weakly interacting hyp...