Oberseminar Zahlentheorie
Sommersemester 2023: Arthur's Endoscopic Classification I
We meet weekly on Wednesdays on 11:00 (sharp) in J2.304.
The aim of this seminar is to understand Arthur's Classification of automorphic representations of classical groups. In this semester we prepare the necessary background from Langlands' theory of automorphic forms.
- 12.07. Multiplicity One (Fabian Januszewski)
- 05.07. Guest talk: Adjoint p-adic L-functions (Alexandre Maksoud)
- 28.06. Langlands Functoriality, the Satake isomorphism and Langlands Group (Mingyu Ni)
- 21.06. Non-Archimedean Langlands Classification II: Sketch of the proof (Carlo Kaul)
- 14.06. Non-Archimedean Langlands Classification: Weil-Deligne representations (Carlo Kaul)
- 07.06. Archimedean Langlands Classification (Mingyu Ni)
- 31.05. Bernstein-Zelevinsky Classification (Martin Baric)
- 24.05. Representation theory of p-adic groups (Martin Baric)
- 17.05. Automorphic representations, parabolic induction and tensor product decomposition (Alexandre Maksoud)
- 10.05. On Langlands' notion of an automorphic form (Alexandre Maksoud)
- 03.05. Representations of the Weil group (Mingyu Ni)
- 26.04. Local class field theory and the Weil group (Carlo Kaul)
- 19.04. Overview of Arthur's Classification (Fabian Januszewski)
- 12.04. Discussion and vote on this semester's topic (all)