Representation theory of reductive algebraic groups: techniques and applications
Introductory Workshop: Group Representation Theory and Applications February 05, 2018 - February 09, 2018
Location: MSRI: Simons Auditorium
The lectures will serve as an introduction to the representation theory of reductive linear algebraic groups,
with the goal of illustrating techniques and applications to some ongoing research problems.
Foundational material should include: highest weight theory and irreducible modules, Weyl modules
and induced modules, extension theory, dual modules, Steinberg tensor product theorem, restriction to Levi
factors, weight multiplicities.
The more advanced topics will be chosen from: applications to subgroup structure of reductive groups,
branching problems, and some current research directions.
Please report video problems to email@example.com.
See more of our Streaming videos on our main VMath Videos page.