IAZ
Herzlich willkommen am
Institut für Algebra und Zahlentheorie (IAZ)
in der Fakultät 8 für Mathematik und Physik der Universität Stuttgart
Unser Institut ist wie folgt gegliedert:
- Lehrstuhl für Algebra (080120)
- Leitung: Prof. Dr. Meinolf Geck
- Sekretariat: Brigitta Bauer
- Mitarbeiter:
- Dr. Eirini Chavli
- M.Sc. Jonas Hetz
- Dr. Lacrimioara Iancu
- Dr. Ulrich Thiel
- Lehrstuhl für Algebra und Zahlentheorie (080110)
- Leitung: Prof. Dr. Steffen Koenig
- Sekretariat: Hicran Gencer
- Mitarbeiter:
- M.Sc. Tiago Cruz
- M. Sc. Arne Geyer
- Dr. Julian Külshammer
- Dr. Haydee Lindo
- Dr. Yuming Liu
- Dr. Frederik Marks
- M. Sc. Sebastian Nitsche
- Dr. Inga Paul
- Dr. Matthew Pressland
- Dr. Chrysostomos Psaroudakis
- Apl. Prof. Dr. Wolfgang Rump (i.R.)
- M.Sc. Cigdem Yirtici
- Prof. Xia Zhang
- Dr. Alexandra Zvonareva
- Abteilung für Darstellungstheorie (080111)
- Leitung: Prof. Dr. Richard Dipper
- Leitung: Prof. Dr. Anne Henke
- Sekretariat: Hicran Gencer
- Mitarbeiter:
- Dr. Teresa Conde
- Dr. Sam Thelin
Research at IAZ is focussing on algebra, number theory and representation theory.
Algebraic representation theory is a cross-disciplinary area of mathematics that in particular aims at making abstract algebraic objects accessible to combinatorial and computational methods, while at the same time trying to find and to use deeper categorical and homological structures. We are working on representations of finite and of algebraic groups, of Lie algebras and of associative algebras. Some of our typical topics are ranging from symmetric groups and other finite groups of Lie type over classical groups, Brauer algebras and Schur algebras to Auslander Reiten theory, cohomology and homological algebra as well as derived and triangulated categories. Connections to geometry, topology, mathematical physics and in particular number theory are studied for instance in the context of non-commutative geometry, categories of sheaves, quantum algebras, poynomial functors, integral representation theory and affine Hecke algebras.
There are strong connections and synergies among the different groups at IAZ and with other mathematicians in Stuttgart, in particular at IGT, as well as a wide range of national and international connections.
To learn more about our current research interests you may want to attend our research seminar or to browse the webpapges of the members of IAZ