In this note, we use the recent work of Honda-Kazez-Matic [3] to prove that a closed contact 3-manifold admitting a compatible open book decomposition with a nontrivial monodromy which can be presented as a product of left handed Dehn twists is overtwisted
Abstract. We define symplectic fractional twists, which generalize Dehn twists, and use these in ope...
We use contact fiber sums of open book decompositions to define an infinite hierarchy of filling obs...
Abstract. We prove that for any positive integer k the stabilization of a 1k-surgery curve in a cont...
textWe explore the correspondence between open books and contact structures on three-manifolds. We ...
textWe explore the correspondence between open books and contact structures on three-manifolds. We ...
We focus on contact structures supported by planar open book decompositions. We study right-veering ...
Open access version at https://arxiv.org/abs/1503.06221In this article we establish efficient geomet...
International audienceIn this paper, we give an open book decomposition for the contact structures o...
2013-07-29In this thesis, we study contact manifolds and symplectic cobordisms between them using op...
We define symplectic fractional twists, which subsume Dehn twists and fibered twists and use these i...
In this article, we find the complete list of all contact structures (up to isotopy) on closed three...
ABSTRACT. We review Giroux’s contact handles and contact handle attachments in dimen-sion three and ...
We establish a parametric extension h-principle for overtwisted contact structures on manifolds of a...
By Alexander it was shown that an open book decomposition can be found for each closed, oriented 3-...
We review Giroux’s contact handles and contact handle attachments in dimension three and show that a...
Abstract. We define symplectic fractional twists, which generalize Dehn twists, and use these in ope...
We use contact fiber sums of open book decompositions to define an infinite hierarchy of filling obs...
Abstract. We prove that for any positive integer k the stabilization of a 1k-surgery curve in a cont...
textWe explore the correspondence between open books and contact structures on three-manifolds. We ...
textWe explore the correspondence between open books and contact structures on three-manifolds. We ...
We focus on contact structures supported by planar open book decompositions. We study right-veering ...
Open access version at https://arxiv.org/abs/1503.06221In this article we establish efficient geomet...
International audienceIn this paper, we give an open book decomposition for the contact structures o...
2013-07-29In this thesis, we study contact manifolds and symplectic cobordisms between them using op...
We define symplectic fractional twists, which subsume Dehn twists and fibered twists and use these i...
In this article, we find the complete list of all contact structures (up to isotopy) on closed three...
ABSTRACT. We review Giroux’s contact handles and contact handle attachments in dimen-sion three and ...
We establish a parametric extension h-principle for overtwisted contact structures on manifolds of a...
By Alexander it was shown that an open book decomposition can be found for each closed, oriented 3-...
We review Giroux’s contact handles and contact handle attachments in dimension three and show that a...
Abstract. We define symplectic fractional twists, which generalize Dehn twists, and use these in ope...
We use contact fiber sums of open book decompositions to define an infinite hierarchy of filling obs...
Abstract. We prove that for any positive integer k the stabilization of a 1k-surgery curve in a cont...
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