By Jacob Bradd
I will talk about how Delorme's techniques used in his proof of the Paley-Wiener theorem can be applied to the Casselman-Wallach Schwartz algebra of rapidly decreasing smooth functions on a real reductive group, and how they can be used to give a sort of structure theorem strong enough to prove a refined version of the Connes-Kasparov isomorphism. If there's time, I will discuss how the Connes-Kasparov isomorphism (in the formulation I use) fits into an "Oka principle" philosophy for Baum-Connes (which started with Bost), and I will discuss further ideas in this direction.
By Peter Hochs
By Ada Masters
By Xiang Tang
By Jacob Bradd
By Maarten Solleveld
By Anne-Marie Aubert
By Alain Connes
By Vincent Lafforgue
