معرفی
Peter Fiebig is a Professor at the Department of Mathematics, Friedrich-Alexander-Universität Erlangen-Nürnberg (FAU). His research focuses on modular representation theory of algebraic groups, representation theory of affine Kac-Moody algebras at the critical level, and geometric dualities in representation theory. He has organized and participated in numerous international conferences, including seminars on conformal field theory and workshops on geometric representation theory in Erlangen, Kyoto, and Shanghai.
- Modular Representation Theory
- Affine Kac-Moody Algebras
- Moment Graphs and Sheaves
- Lusztig's Conjectures
His recent publications explore quantum tilting modules, parity sheaves, and cohomological structures in modular categories. Collaborations with researchers like Martina Lanini and Tomoyuki Arakawa highlight his work on translation functors and subgeneric blocks. He has also contributed to lecture series on modular representations in Chennai and Cologne.
His group includes Fabio Lischka, and he has authored lecture notes on topics such as linear algebra, Lie algebras, and moment graphs. No explicit scientific awards are mentioned in the provided texts.
