Location: IHP, room 201
The talks are broadcasted via Zoom:
https://zoom.us/j/89445897442?pwd=QmVZWHBiM2Nwb09yUVJERnYrSHJrUT09
10:45 Rohil Prasad (Berkeley)
TBA.
Abstract:
TBA.
14:00 Shah Faisal (Strasbourg)
Extremal Lagrangian tori in toric domains.
Abstract: The symplectic area of a Lagrangian submanifold L of a symplectic manifold is defined to be the minimal positive symplectic area of a smooth 2-disk with boundary on L. An extremal Lagrangian torus is a Lagrangian torus that maximizes the symplectic area among the Lagrangian tori. In this talk, I will explain that every extremal Lagrangian torus in the standard symplectic unit ball is entirely contained in the boundary of the ball. This answers a question attributed to Lazzarini and settles a conjecture of Cieliebak and Mohnke in the affirmative.
15:45 Amanda Hirschi (Jussieu)
TBA.
Abstract: TBA.
Next symplectix:
4/04 (Petr, Riegel, Zhang), 6/06
Other symplectic activity in Paris (and in France):
- Séminaire Nantes-Orsay- Symplectic Zoominar (every Fridays at 15:15 (except Symplectix' Fridays) Paris time)
