Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/41930/1/208-311-2-305_83110305.pd
Given a family of polynomial-like maps of large topological degree, we relate the presence of Misiur...
AbstractWe develop the study of some spaces of currents of bidegree (p,p). As an application we cons...
This thesis deals with two different aspects (polynomial skew products and postctitically finite end...
We consider complex Henon maps which are quasihyperbolic. We show that a quasi-hyperbolic map is uni...
Let (fλ)λ∈Λ be a holomorphic family of polynomial automorphisms of C2. Fol- lowing previous work of ...
We study the dynamics of a holomorphic self-map f of complex projective space of degree d> 1 by u...
Compact locally maximal hyperbolic sets are studied via geometrically defined functional spaces tha...
We study the dynamics of a holomorphic self-map f of complexprojective space of degree d>1 by utiliz...
AbstractWe study the regularity of the Green currents and of the equilibrium measure associated to a...
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...
Abstract. We consider hyperbolic sets of saddle type for holomorphic map-pings in P2. Our main resul...
In this chapter we shall describe the dynamics of holomorphic self-maps of taut manifolds, and in pa...
In this paper we investigate the support of the unique measure of maximal entropy of complex Hénon m...
AbstractWe investigate the dynamical behaviour of a holomorphic map on an f-invariant subset C of U,...
Given a family of polynomial-like maps of large topological degree, we relate the presence of Misiur...
AbstractWe develop the study of some spaces of currents of bidegree (p,p). As an application we cons...
This thesis deals with two different aspects (polynomial skew products and postctitically finite end...
We consider complex Henon maps which are quasihyperbolic. We show that a quasi-hyperbolic map is uni...
Let (fλ)λ∈Λ be a holomorphic family of polynomial automorphisms of C2. Fol- lowing previous work of ...
We study the dynamics of a holomorphic self-map f of complex projective space of degree d> 1 by u...
Compact locally maximal hyperbolic sets are studied via geometrically defined functional spaces tha...
We study the dynamics of a holomorphic self-map f of complexprojective space of degree d>1 by utiliz...
AbstractWe study the regularity of the Green currents and of the equilibrium measure associated to a...
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...
Abstract. We consider hyperbolic sets of saddle type for holomorphic map-pings in P2. Our main resul...
In this chapter we shall describe the dynamics of holomorphic self-maps of taut manifolds, and in pa...
In this paper we investigate the support of the unique measure of maximal entropy of complex Hénon m...
AbstractWe investigate the dynamical behaviour of a holomorphic map on an f-invariant subset C of U,...
Given a family of polynomial-like maps of large topological degree, we relate the presence of Misiur...
AbstractWe develop the study of some spaces of currents of bidegree (p,p). As an application we cons...
This thesis deals with two different aspects (polynomial skew products and postctitically finite end...