Past von Neumann Fellow
Jean-Francois Dat
Funding provided by the National Science Foundation
Affiliation
Mathematics
Field of Study
Arithmetic Geometry, Representation Theory
From
–
Jean-Francois Dat is studying the mod l cohomology of some moduli spaces due to Drinfeld. He hopes to show how this realizes the mod l Langlands correspondence for general linear groups over p-adic fields. This involves derived category arguments and bears some resemblance with the mod l Deligne-Lusztig theory for finite Lie groups.
Dates at IAS
von Neumann Fellow
School of Mathematics
–
Fall
Degrees
Paris 7
Ph.D.
2000