Convened by: Atabey Kaygun (TR), Muge Kanuni Er (TR), Ulrich Kraehmer (UK)
Location: 7-10 August 2012, Istanbul, Turkey
Noncommutative geometry; Homological algebra; Artin algebra; Hopf algebra; Representation theory
The theory of finite dimensional Hopf algebras, and the study of Hopf algebras arising from physics, such as various quantum groups reside in their separate spheres apparently for no reason. Both subjects wıll benefit from the representation theory of finite dimensional Artin algebras as this theory is known for its remarkable computational successes thanks to the recent advances in symbolic computation. Introducing the computational and theoretical tools used in the representation theory of finite dimensional Artin algebras, and popularizing the feature-rich structures coming from Hopf algebras to a new group of algebraists would open up exciting, unexplored avenues of research.
(for information purposes only - this meeting is not open to the public)