Add to ORKGAbstract. We study the dynamics of polynomial self mappings f of C2. We construct, for a large class of mappings, an invariant measure µ which is mixing and of maximal entropy hµ ( f)
Let f:CP2⇢CP2 be a rational map with algebraic and topological degrees both equal to d≥2. Little is ...
Very little is currently known about the dynamics of non-polynomial entire maps in several complex v...
In this paper we will show that piecewise C2 mappings / on [0,1] or S1 satisfying the so-called Misi...
We study the dynamics of polynomial self mappings f of [inline-graphic xmlns:xlink="http://www.w3.or...
We study the dynamics of polynomial automorphisms of C k . To an algebraically stable automorphism w...
Abstract. We study the dynamics of a class of nonalgebraic holomorphic diffeomorphisms, topo-logical...
We characterize the commuting polynomial automorphisms of C2, using their meromorphic extension to P...
Abstract. We introduce the notion of quasi-expansion in the context of polynomial diffeomorphisms of...
Abstract. Combining ideas from real dynamics on compact manifolds and complex dy-namics in one varia...
We study the dynamics near infinity of polynomial mappings f in C2 . We assume that f has indetermin...
International audienceWe continue our study of the dynamics of mappings with small topological degre...
RésuméNous étudions la dynamique des applications d'allure polynomiale à plusieurs variables. Nous m...
Very little is currently known about the dynamics of non-polynomial entire maps in several complex v...
When studying dynamical systems generated by a family of polynomials, it arises naturally cyclotomic...
Abstract. The purpose of this paper is to study statistical properties of some al-most expanding dyn...
Let f:CP2⇢CP2 be a rational map with algebraic and topological degrees both equal to d≥2. Little is ...
Very little is currently known about the dynamics of non-polynomial entire maps in several complex v...
In this paper we will show that piecewise C2 mappings / on [0,1] or S1 satisfying the so-called Misi...
We study the dynamics of polynomial self mappings f of [inline-graphic xmlns:xlink="http://www.w3.or...
We study the dynamics of polynomial automorphisms of C k . To an algebraically stable automorphism w...
Abstract. We study the dynamics of a class of nonalgebraic holomorphic diffeomorphisms, topo-logical...
We characterize the commuting polynomial automorphisms of C2, using their meromorphic extension to P...
Abstract. We introduce the notion of quasi-expansion in the context of polynomial diffeomorphisms of...
Abstract. Combining ideas from real dynamics on compact manifolds and complex dy-namics in one varia...
We study the dynamics near infinity of polynomial mappings f in C2 . We assume that f has indetermin...
International audienceWe continue our study of the dynamics of mappings with small topological degre...
RésuméNous étudions la dynamique des applications d'allure polynomiale à plusieurs variables. Nous m...
Very little is currently known about the dynamics of non-polynomial entire maps in several complex v...
When studying dynamical systems generated by a family of polynomials, it arises naturally cyclotomic...
Abstract. The purpose of this paper is to study statistical properties of some al-most expanding dyn...
Let f:CP2⇢CP2 be a rational map with algebraic and topological degrees both equal to d≥2. Little is ...
Very little is currently known about the dynamics of non-polynomial entire maps in several complex v...
In this paper we will show that piecewise C2 mappings / on [0,1] or S1 satisfying the so-called Misi...