Publication: Fillings of unit cotangent bundles of nonorientable surfaces
Loading...
Program
KU-Authors
Organization Authors
Co-Authors
Li, Youlin
Date
Language
Type
Embargo Status
N/A
Journal Title
Journal ISSN
Volume Title
Alternative Title
Abstract
We prove that any minimal weak symplectic filling of the canonical contact structure on the unit cotangent bundle of a nonorientable closed connected smooth surface other than the real projective plane is s-cobordant rel boundary to the disk cotangent bundle of the surface. If the nonorientable surface is the Klein bottle, then we show that the minimal weak symplectic filling is unique up to homeomorphism.
Source
Publisher
Wiley
Subject
Citation
item.page.haspartof
Source
Bulletin of The London Mathematical Society
item.page.ispartofseries
item.page.edition
DOI
10.1112/blms.12104
item.page.datauri
item.page.link
Rights
N/A
Copyrights Note
Rights and licensing
N/A