It is a basic and classical problem in modular representation theory to classify the indecomposable representations of a finite group. Henning Krause will explain this problem from a historical perspective. Then I discuss the more recent development which involves the notion of cohomological support, eventually leading to a connection to Grothendieck’s local duality.
The »Felix-Klein-Colloquium« is a series of lectures organized by the Felix Klein Centre for Mathematics, which focuses on current aspects of mathematics in fundamentals and application.
Students, doctoral candidates and employees of the Department of Mathematics at TU Kaiserslautern (TUK) and the Fraunhofer ITWM are cordially invited to the colloquium. Registration is not required.
Entry is free of charge.
Campus of the RPTU Kaiserslautern
Building 48, Room 210
Gottlieb-Daimler-Straße
67663 Kaiserslautern
14. November 2017, 17:15 – 18:30 h
English
