To participate in this seminar, please register HERE.

Does Lagrangian Floer theory work in families? Yes. How do you prove it? It depends. In this talk I'll talk about how one strategy -- a purely formal operation called localization -- proves rich geometric consequences. (Like: A continuous G-action on an exact symplectic manifold induces a continuous G-action on the wrapped Fukaya category). We'll also discuss applications to a future where we can incarnate algebraic tools, like inverting p, through purely geometric constructions.