4 papers
math.DS2014
Feuilletages holomorphes admettant une mesure transverse invariante
Frederic Touzet
Let be a regular codimension 1 holomorphic foliation on a compact K\" ahler manifold. One assumes in addition that possesses a transverse invariant positive cur…
math.CV2011
Uniformisation de l'espace des feuilles de certains feuilletages de codimension 1
Frederic Touzet
This paper deals with codimension one (may be singular) foliations on compact Kälher manifolds whose conormal bundle is assumed to be pseudo-effective. Using currents with minimal…
math.DG2009
Structure des feuilletages kähleriens en courbure semi-négative
Frederic Touzet
This paper is concerned with (transversally) Kähler foliations. We proved here that the holonomy pseudo-group's lie algebra is semi-simple unde negativity assumptions of the Ricci…
math.DG2007
Une version feuilletée d'un théorème de Bogomolov
Frederic Touzet
On compact Kähler manifolds, we classify regular holomorphic foliations of codimension 1 whose canonical bundle is numerically trivial.