Yanki Lekili (King's College London)
Title: Computing Symplectic Cohomology via Mirror Symmetry
Abstract: Morse-Bott methods for determining symplectic cohomology leads
to limited success. I will describe several cases, including Milnor
fibers of Kleinian singularities, where we can prove homological mirror
symmetry and use this to explicitly compute
symplectic cohomology by algebro-geometric methods. This roundabout
method ultimately leads to an easy algorithmic computation of symplectic
cohomology for Milnor fibers of a general class of quasihomogeneous
hypersurface singularities. The talk is based on
joint work with Kazushi Ueda.
Autre activité symplectique le même jour:
- Exposé de Simon Allais au séminaire de géométrie Hamiltonienne à 10h30: https://webusers.imj-prg.fr/~laurent.lazzarini/seminaire/geometrie-hamiltonienne/page2/page63/page63.html
- A noter, le vendredi à 15h15 heure de Paris : Symplectic Zoominar (CRM-Montreal, Princeton/IAS, Tel Aviv, and Paris): https://dms.umontreal.ca/~cornea/Seminar.html
Autre activité symplectique le même jour:
- Exposé de Simon Allais au séminaire de géométrie Hamiltonienne à 10h30: https://webusers.imj-prg.fr/~laurent.lazzarini/seminaire/geometrie-hamiltonienne/page2/page63/page63.html
- A noter, le vendredi à 15h15 heure de Paris : Symplectic Zoominar (CRM-Montreal, Princeton/IAS, Tel Aviv, and Paris): https://dms.umontreal.ca/~cornea/Seminar.html
