|Coordinates:||JH Michell Theatre in the Richard Berry Building|
|Speaker:||Leonid Polterovich (Chicago/Tel Aviv)|
|Title:||Lagrangian knots and symplectic quasi-measures|
(Joint work with Y.Eliashberg and M.Entov.)
Symplectic quasi-measures are defined through Floer theory, while their origins go back to foundations of quantum mechanics. I shall discuss this notion and present an application to the problem of Lagrangian knots in symplectic manifolds. The talk is based on joint works with Y.Eliashberg and with M.Entov.