DRAFT
Caltech Logo

Geometry and Topology Seminar

Friday, June 3, 2016
3:00pm to 5:00pm
Add to Cal
Strongly symplectic fillability of contact torus bundles
Youlin Li, Shanghai Jiao Tong University,

We determine the strong symplectic fillability of almost all tight contact structures on torus bundles whose Giroux torsion is 0 and whose monodromy has trace -2. We give a necessary condition for the strong symplectic fillability of the universally tight contact structures on torus bundles whose Giroux torsion is 0 and whose monodromy has trace less than -2. This is joint work with Fan Ding. 

For more information, please contact Mathematics Department by email at [email protected] or visit http://www.math.caltech.edu/~gt/.