Joseph Gunther "Asymptotic stabilization of moduli spaces" 16h-17h
at IHP ( Salle 314 )
Joseph Gunther (Paris 11)
Asymptotic stabilization of moduli spaces
A common theme in different areas of mathematics is that natural sequences of moduli spaces often stabilize in certain respects: homological stability in topology, finite field point-counts in number theory, motivic classes in algebraic geometry. We will examine stabilization through the lens of two important examples: Hurwitz spaces parametrizing covers of curves, and moduli spaces of hypersurfaces.
|Organisé par||Arthur Forey (Université Paris VI) Matthieu Kochersperger (Ecole Polytechnique) Salim Tayou (Université Paris-Sud)|