Add to ORKGAbstract. These notes are intended to be an introduction to the use of approximately holomorphic techniques in almost contact and con-tact geometry. We develop the setup of the approximately holomorphic geometry. Once done, we sketch the existence of the two main geomet-ric decompositions available for an almost contact or contact manifold: open books and Lefschetz pencils. The use of the two decompositions for the problem of existence of contact structures is mentioned
ABSTRACT. We study 5-dimensional Riemannian manifolds that admit an almost contact metric structure....
This note explains how to relate some contact geometric operations, such as surgery, to operations o...
this paper is to show that this problem can be successfully overcome by using an idea from [11]. We ...
We generalize the work of A. Mori using approximately holomorphic methods to show that any closed co...
We generalize the work of A. Mori using approximately holomorphic methods to show that any closed co...
This book explains the foundations of holomorphic curve theory in contact geometry. By using a parti...
On decrit ici des relations entre la geometrie globale des varietes de contact closes et celle de ce...
We consider manifolds endowed with a contact pair structure. To such a structure are naturally asso...
Abstract. The existence of a contact structure is proved in any homotopy class of almost contact str...
We consider a natural condition determining a large class of almost contact metric structures. We st...
This is a set of expository lecture notes created originally for a graduate course on holomorphic cu...
We focus on contact structures supported by planar open book decompositions. We study right-veering ...
Abstract. This note explains how to relate some contact geometric opera-tions, such as surgery, to o...
Abstract. We study a class of maps between almost contact metric mani-folds. We characterize harmoni...
There is one-to-one correspondence between contact semi-Riemannian structures ( η , ξ , φ , g ) ...
ABSTRACT. We study 5-dimensional Riemannian manifolds that admit an almost contact metric structure....
This note explains how to relate some contact geometric operations, such as surgery, to operations o...
this paper is to show that this problem can be successfully overcome by using an idea from [11]. We ...
We generalize the work of A. Mori using approximately holomorphic methods to show that any closed co...
We generalize the work of A. Mori using approximately holomorphic methods to show that any closed co...
This book explains the foundations of holomorphic curve theory in contact geometry. By using a parti...
On decrit ici des relations entre la geometrie globale des varietes de contact closes et celle de ce...
We consider manifolds endowed with a contact pair structure. To such a structure are naturally asso...
Abstract. The existence of a contact structure is proved in any homotopy class of almost contact str...
We consider a natural condition determining a large class of almost contact metric structures. We st...
This is a set of expository lecture notes created originally for a graduate course on holomorphic cu...
We focus on contact structures supported by planar open book decompositions. We study right-veering ...
Abstract. This note explains how to relate some contact geometric opera-tions, such as surgery, to o...
Abstract. We study a class of maps between almost contact metric mani-folds. We characterize harmoni...
There is one-to-one correspondence between contact semi-Riemannian structures ( η , ξ , φ , g ) ...
ABSTRACT. We study 5-dimensional Riemannian manifolds that admit an almost contact metric structure....
This note explains how to relate some contact geometric operations, such as surgery, to operations o...
this paper is to show that this problem can be successfully overcome by using an idea from [11]. We ...