University of North Carolina at Chapel Hill
Geometric Methods in Representation Theory Seminar

Fridays 4pm, PH-367

The aim of this seminar is to bring speakers from this area and outside to speak on topics related to Representation Theory (specially geometric and topological methods employed in Representation Theory). The speakers are expected to give their talks at a level suitable for graduate students.

2009 Spring
date speaker affiliation title
April 24 Kailash Misra NC State University Bosonic realizations of toroidal Lie algebras of classical types
April 17 N. Mohan Kumar Washington University Arithmetically Cohen-Macaulay rank 2 bundles on hypersurfaces
April 3 Weiqiang Wang University of Virginia Representations of Lie Superalgebras in Prime Characteristic
February 6 Ketan Mulmuley University of Chicago P vs NP, Geometric complexity theory
January 16 Vyacheslav Futorny University of Sau Paulo, Brasil Fibers of characters in Gelfand-Tsetlin categories

2008 Fall
date speaker affiliation title
November 14 Ivan Losev M.I.T. W-algebras
November 7 Leonardo Mihalcea Duke University Double Schubert polynomials for the classical groups
October 10 Dave Anderson University of Michigan Positivity in the equivariant K-theory of flag varieties
October 3 Patricia Hersh NC State Regular cell complexes in total positivity
September 26 Madhav Nori University of Chicago Galois and Motivic Galois Groups, Continued

The seminar is organized by Shrawan Kumar.

This page is maintained by R. Rimanyi, and the page design is due to P. Belorousski.