25/11/2014, 11:00 — 12:30 — Room P3.10, Mathematics Building
Aleksandra Perisic, Instituto Superior Tecnico
Symplectic fillability of toric contact manifolds in higher dimensions
I will discuss strong and weak fillability of toric contact manifolds. In particular, I will show that every toric contact manifold in dimension greater than three is weakly symplectically fillable.
This result does not hold in dimension three since overtwisted toric contact 3-manifolds are known.