D-modules, Geometric Representation Theory, and Arithmetic Applications

While D-modules have played a major role in the representation theory of real reductive groups for a long time, the use of appropriate differential operators on p-adic spaces to study representations of p-adic reductive groups is a more recent development. 

This workshop will bring together experts working in the fields of D-modules and the representation theory of real and p-adic reductive groups to review the progress that has been made in the p-adic setting over the last four to five years.

Speakers: Tomoyuki Abe (Tokyo), Francesco Baldassarri (Padua), Dan Ciubotaru (Oxford) Richard Crew (Florida), Dmitry Gourevitch (Weizmann), Ian Grojnowski (Cambridge), Christine Huyghe (Strasbourg), Bernard Le Stum (Rennes), Ruochuan Liu (Beijing ICMR), Adriano Marmora (Strasbourg), Dragan Milicic (Utah), Andrea Pulita (Grenoble), Peter Schneider (Münster)

Registration:  Registration for the workshop is by invitation; a limited number of additional places is available.  Please contact Naomi Kraker to register your interest in attending.