The Generic Unitary Dual for Odd Gspin Groups and Its Applications Yeansu Kim, Purdue/ Chonnam National University Host: Melissa Emory Please see abstract for Zoom information
Abstract: The unitary dual problem is to classify all unitarizable irreducible representations of G$(F)$, where G is a connected reductive group defined over a local field $F$. We introduce a generic case of the unitary dual problem in the case when G is an odd Gspin group defined over $F$ where $F$ is a non-archimedean local field of any characteristic, i.e. generic unitary dual for odd GSpin groups. The variation of the project will be part of the joint work with L. Lomeli and H. Castillo.
To add/edit talks, please log in on the department web page, then return to Announce. Alternatively if you know the Announce
username/password, click the link below: