par Lisi, Samuel 
Référence Algebraic and geometric topology, 11, 3, page (1435-1443)
Publication Publié, 2011
Référence Algebraic and geometric topology, 11, 3, page (1435-1443)
Publication Publié, 2011
Article révisé par les pairs
| Résumé : | We show that for any convex surface S in a contact 3 manifold, there exists a metric on S and a neighbourhood contact isotopic to S x I with the contact structure given by ker(udt -x du/) where u is an eigenfunction of the Laplacian on S and is the Hodge star from the metric on S. This answers a question posed by Komendarczyk [3]. |
