AbstractWe develop the study of some spaces of currents of bidegree (p,p). As an application we construct the equilibrium measure for a large class of birational maps of Pk, as intersection of Green currents. We show that these currents are extremal and that the corresponding measure is mixing
This work dynamically classifies a 9-parametric family of birational maps f: C→ C. From the sequence...
AbstractWe study holomorphic automorphisms on compact Kähler manifolds having simple actions on the ...
This dissertation addresses three different problems in the study of discrete dynamical systems. Fi...
AbstractWe study the regularity of the Green currents and of the equilibrium measure associated to a...
Let f be a polynomial automorphism of Ck of degree lamda, whose rational extension to Pk maps the hy...
Abstract. Inspired by work done for polynomial automorphisms, we apply pluripo-tential theory to stu...
We study the dynamics of polynomial automorphisms of C k . To an algebraically stable automorphism w...
Periodic points of birational maps of P2 Let f: P2 99K P2 be a birational map of P2 defined by three...
We construct a canonical Green current Tf for every quasi-algebraically stable meromorphic self-map ...
to appear in Ergodic Th. and Dyn. Syst.International audienceWe describe the behaviour at infinity o...
International audienceLet f be a non-invertible holomorphic endomorphism of P k. For a hypersurface ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/41930/1/208-311-2-305_83110305.pd
International audienceLet f be a non-invertible holomorphic endomorphism of P k having an attracting...
Given a family of polynomial-like maps of large topological degree, we relate the presence of Misiur...
This thesis is devoted to holomorphic dynamics in two complex variables, and the theory of laminar c...
This work dynamically classifies a 9-parametric family of birational maps f: C→ C. From the sequence...
AbstractWe study holomorphic automorphisms on compact Kähler manifolds having simple actions on the ...
This dissertation addresses three different problems in the study of discrete dynamical systems. Fi...
AbstractWe study the regularity of the Green currents and of the equilibrium measure associated to a...
Let f be a polynomial automorphism of Ck of degree lamda, whose rational extension to Pk maps the hy...
Abstract. Inspired by work done for polynomial automorphisms, we apply pluripo-tential theory to stu...
We study the dynamics of polynomial automorphisms of C k . To an algebraically stable automorphism w...
Periodic points of birational maps of P2 Let f: P2 99K P2 be a birational map of P2 defined by three...
We construct a canonical Green current Tf for every quasi-algebraically stable meromorphic self-map ...
to appear in Ergodic Th. and Dyn. Syst.International audienceWe describe the behaviour at infinity o...
International audienceLet f be a non-invertible holomorphic endomorphism of P k. For a hypersurface ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/41930/1/208-311-2-305_83110305.pd
International audienceLet f be a non-invertible holomorphic endomorphism of P k having an attracting...
Given a family of polynomial-like maps of large topological degree, we relate the presence of Misiur...
This thesis is devoted to holomorphic dynamics in two complex variables, and the theory of laminar c...
This work dynamically classifies a 9-parametric family of birational maps f: C→ C. From the sequence...
AbstractWe study holomorphic automorphisms on compact Kähler manifolds having simple actions on the ...
This dissertation addresses three different problems in the study of discrete dynamical systems. Fi...
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