Se­mi­nar "A pan­ora­mic view on buil­dings"

Buildings are mathematical objects that have a rich geometric and combinatorial structure and they appear naturally in many mathematical subdisciplines, ranging from number theory over geometric group theory up to analysis. In this seminar we want to develop a panoramic view on buildings, i.e. we want to see how these buldings show up in the different subdisciplines.

The seminar takes place in a hybrid format in cooperation with Bielefeld University and the university of Bonn and is supported by CRC-TRR 358.

Organizer:

 

Pro­gram

You can find abstracts for the seminar talks here.

 

17.04.2023

Coxeter Complexed (Carlo Kaul, Paderborn)

24.04.2023

Buildings as symplicial complexes/chamber complexes (Daniel Kahl, Paderborn)

08.05.2023

BN Pairs and Flag compleces for spherical buildings (Daniel Kahl, Paderborn)                                                           

15.05.2023

Lattice class models for affine buildings (Radou Toma, Bonn)

22.05.2023

Reductive groups over local fields: The examples SL_2 (Kai-Uwe Bux, Bielefeld)

05.06.2023

Hecke Algebra and the Satake Isomorphism (Paul Kiefer, Bielefeld)

12.06.2023

From Averaging operators to Laplace Operators on the hyperbolic surface (Daniel Kahl & Lasse Wolf, Paderborn)

19.06.2023 The algebra of invariant differential operators on Riemannian locally symmetric spaces (Lasse Wolf, Paderborn)

26.06.2023

Poisson Transformation on trees of bounded degree (Christian Arends, Univ. Aarhus)
03.07.2023 Spectral correspondences on graphs and trees (Joachim Hilgert, Paderborn)

10.07.2023

2:15 pm: Macdonald spherical functions (Margit Rösler, Paderborn)
4:15 pm: Buildings and Erhart Theory (Christopher Voll, Bielefeld)