From category O^infty to locally analytic representations
reductive group with Lie algebra
In this talk, we’ll briefly review Schneider and Teitelbaum’s theory of locally
analytic representations of
and then we’ll discuss a functor which constructs locally analytic
in the extension closure of the Bernstein-Gelfand-Gelfand category
A key role in this construction is played by
logarithms. This construction is joint work with Matthias Strauch, and
generalizes earlier work by Strauch and Orlik.
L’exposé aura lieu sur Zoom (données de connexion à annoncer).