Algebra and Lie Theory Seminar

Mondays Mondays 13:45-15:15 and Fridays 11:15-12:30
Research I Seminar Room

The Algebra and Lie Theory Seminar is a graduate research seminar.

Fall Semester 2010 Schedule

Date Time Speaker Title
Wednesday
Aug 25
13:45 Dimitar Grantcharov
U Texas Arlington
Simple weight modules of affine Lie algebras
Monday
Sep 6
13:45 Elizabeth Dan-Cohen
Jacobs University
A Koszul category of integrable gl_infty-modules
Friday
Sep 10
14:00 Maria Gorelik
Weizmann Institute
Denominator identities for affine Lie superalgebras
Monday
Sep 20
13:45 Joseph A. Wolf
UC Berkeley
Computing the K-spectra of Discrete Series Representations
Friday
Sep 24
11:15 Alexey Petukhov
Jacobs University
\mathfrak{sl}_2-modules
Monday
Sep 27
13:45 Alan Huckleberry
Bochum/Jacobs University
Introduction to the complex geometry of flag domains and related representation theory, I
Monday
Oct 4
13:45 Alan Huckleberry
Bochum/Jacobs University
Introduction to the complex geometry of flag domains and related representation theory, II
Friday
Oct 22
11:15 Dmitri Panyushev
Independent U Moscow
On divisible weighted Dynkin diagrams and reachable nilpotent elements
Monday
Oct 25
13:45 Pavel Tumarkin
Jacobs University
Cluster algebras in examples
Friday
Oct 29
11:15 Angela Klamt
Bonn
The algebra of extensions of Verma modules in the parabolic Category O and its A_infty-structure
Monday
Nov 1
13:45 Oksana Yakimova
Erlangen
Good index behaviour of θ-representations
Friday
Nov 5
11:15 Dmitri Panyushev
Independent U Moscow
On divisible weighted Dynkin diagrams and reachable nilpotent elements, II
Monday
Nov 8
11:15 Sergei Markouski
Jacobs University
On diagonal Lie algebras
Monday
Nov 8
13:45 Alan Huckleberry
Bochum/Jacobs University
Introduction to the complex geometry of flag domains and related representation theory, III
Monday
Nov 22
13:45 Alexander Elashvili
Tbilisi
Moduli algebras of some non-semiquasihomogeneous singularities
Friday
Nov 26
11:15 Tobias Pecher
Erlangen
Multiplicity-free super vector spaces
Monday
Nov 29
13:45 Pavle Pandzic
Zagreb
Translation principle for Dirac cohomology