Harish-Chandra Seminar
Every given semester this seminar focuses on a particular theme in the representation theory and the harmonic analysis of real reductive groups.
Topic Summer 2023: A main theme will be the Whittaker Plancherel theorem as stated by Harish-Chandra. Another topic will be Harish Chandra's approach to the Plancherel theory of SL(2,R), which will be discussed in detail. Furthermore students will give talks on the Harish-Chandra isomorphism.
The seminar will take place in D 1 320 every Thursday from 4.15 to 6 p.m.
| 13.04.2023 | Job Kuit | The Whittaker Plancherel theorem I |
| 20.04.2023 | Job Kuit | The Whittaker Plancherel theorem II |
| 27.04.2023 | Job Kuit | The Whittaker Plancherel theorem III |
| 04.05.2023 | Pritam Ganguly | Harish Chandra's Plancherel formula for SL(2,R) |
| 25.05.2023 | Shintaro Nishikawa | The tempered dual of reductive symmetric spaces, C*-algebras and K-theory |
| 15.06.2023 | Bernhard Krötz | Nuclear spaces |
| 29.06.2023 | Janek Krenz | The Harish-Chandra isomorphism |
| 06.07.2023 | Janek Krenz | The Harish-Chandra isomorphism |
Topic Winter 2022/2023: Almost Schur-orthogonality for tempered representations following a recent article of Kazhdan and Yom Din. In particular we will try to extend their framework to real spherical homogeneous spaces.
The seminar will take place in D 1 303 every Thursday from 4 to 6 p.m.
| 13.10.2022 | Bernhard Krötz | Schur-orthogonality for tempered representations |
| 20.10.2022 | Pritam Ganguly | The Kunze-Stein phenomenon I |
| 27.10.2022 | Pritam Ganguly | The Kunze-Stein phenomenon II |
| 03.11.2022 | Job Kuit | The local structure theorem for real spherical spaces I |
| 10.11.2022 | Job Kuit | The local structure theorem for real spherical spaces II |
| 17.11.2022 | Bernhard Krötz | The strong polar decomposition after Tanaka |
| 24.11.2022 | Chengbo Zhu | Orbit Method: From Matrices to Unitary Representations |
| 01.12.2022 | Job Kuit | The local structure theorem for real spherical spaces III |
| 08.12.2022 | Christoph Böhm | GIT-estimates in Riemannian geometry |
| 15.12.2022 | Pritam Ganguly | Estimates of invariant Sobolev norms |
| 22.12.2022 | ||
| 12.01.2023 | ||
| 19.01.2023 | Bernhard Krötz | Constant term approximation |
| 26.01.2023 | Felix Pogorzelski | On aperiodic order beyond abelian groups |
| 02.02.2023 |