Johannes Nicaise (Imperial College London) |
Geometric invariants of non-archimedean semi-algebraic sets
Semi-algebraic sets over non-archimedean fields appear naturally in tropical and non-archimedean geometry. I will explain how one can use Hrushovski and Kazhdan's theory of motivic integration to attach geometric invariants to semi-algebraic sets, and how to compute these invariants by means of tropical techniques. This talk is based on joint work with Sam Payne and Franziska Schroeter. |
11:00 - 12:00 | Morning Talk: Tropicalization of theta characteristics
Dave Jensen (University of Kentucky) |
Room WTS B60 |
12:00 - 02:00 | Lunch | Hockey Rink |
02:00 - 03:00 | Afternoon Talk: Generating topological cycles for tropical invariants Franziska Schroeter (University of Hamburg) |
Room WTS A60 |
03:00 - 04:00 | Tea | Lobby WTS |
04:00 - 05:00 | Plenary Talk: Geometric
invariants of non-archimedean semi-algebraic sets Johannes Nicaise (Imperial College London) |
Room WTS A60 |
Brown Organizers:
Dan Abramovich (Brown),
Melody Chan (Brown),
Brendan Hassett (Brown),
and
Nathan Pflueger (Brown).
Yale Organizers:
Asher Auel (Yale),
Angie Cueto (Ohio State),
José González (Yale),
and
Sam Payne (Yale).