Almost contact 5-manifolds are contact Page 1 Annals of Mathematics 182 (2015), 429-490
http://dx.doi.Org/10.4007/annals.2015.182.2.2 Almost contact 5-manifolds are contact By …

Recent years have shown that the usual generalizations of taut foliations to higher
dimensions, based only on topological concepts, do not yield a theory comparable in …

A class of codimension-one foliations has been recently introduced by imposing a natural
compatibility condition with a closed maximally nondegenerate 2-form. In this paper we …

We define 2-calibrated structures, which are analogs of symplectic structures in odd
dimensions. We show the existence of differential topological constructions compatible with …

Lefschetz pencil structures for 2-calibrated manifolds Page 1 CR Acad. Sci. Paris, Ser. I 339
(2004) 215–218 Differential Topology Lefschetz pencil structures for 2-calibrated manifolds …

We extend Donaldson's asymptotically holomorphic techniques to symplectic orbifolds. More
precisely, given a compact symplectic orbifold such that the symplectic form defines an …

h-Principle for Contact Foliations | International Mathematics Research Notices | Oxford
Academic Skip to Main Content Advertisement Oxford Academic Journals Books Search …

Nous démontrons des théorèmes d'immersion holomorphe dans un espace projectif
complexe pour des variétés kählériennes non compactes et des laminations par variétés …

Mitsumatsu constructed a leafwise symplectic structure of the Lawson foliation of S 5.
Following his construction, we improve a previous result of the author on convergence of …

A higher dimensional generalization of taut foliations is introduced. Tools from symplectic
geometry are used to describe surgery constructions, and to study the space of leaves of this …