Résumé Soit f: X→ X une transformation rationnelle d'une variété projective complexe
compacte. Nous étudions la dynamique d'une telle application d'un point de vue statistique …

We consider two (densely defined) involutions on the space of $ q\times q $ matrices; $ I (x_
{ij}) $ is the matrix inverse of $(x_ {ij}) $, and $ J (x_ {ij}) $ is the matrix whose $ ij $ th entry is …

We continue our study of the dynamics of meromorphic mappings with small topological
degree 2. f/< 1. f/on a compact Kähler surface X. Under general hypotheses we are able to …

We consider the dynamics of a meromorphic map on a compact Kähler surface whose
topological degree is smaller than its first dynamical degree. The latter quantity is the …

We study the different notions of semipositivity for (1, 1) cohomology classes on K3 surfaces.
We first show that every big and nef class (and every nef and rational class) is semiample …

We study the iteration of the family of maps given by 3-step linear fractional recurrences.
This family was studied earlier from the point of view of finding periodicities. In this paper we …

Ce volume regroupe quatre articles concernant l'itération des transformations polynomiales
ou rationnelles des variétés projectives. Le but n'est pas d'établir un panorama global de la …

Green Currents for Meromorphic Maps of Compact Kähler Manifolds | SpringerLink Skip to
main content Advertisement SpringerLink Log in Menu Find a journal Publish with us Search …

Let X be a compact Kähler manifold and θ a smooth closed (1, 1)-real form representing a
big cohomology class α∈ H1, 1 (X, R). The purpose of this note is to show, using …

The Simplicity of the First Spectral Radius of a Meromorphic Map Page 1 Michigan Math. J. 63
(2014), 623–633 The Simplicity of the First Spectral Radius of a Meromorphic Map TUYEN …