Seminar| Institute of Mathematical Sciences
Time:Thursday, November 24th, 2022, 15:00-16:00
Location:RS408, IMS
Speaker: Daniel Skodlerack, ShanghaiTech University
Abstract: Beta-extensions are the positive level part for Bushnell-Kutzko-Stevens-types for cuspidal representations for p-adic classical groups. They also play a role in the classification of non-cuspidal representations. But here in opposite to the quasi-split case one needs to be more careful in choosing a beta-extension for a quaternionic form of a classical group. I will give an overview about beta-extensions and their construction and then present which ones are suitable for quaternionic forms.