- Representation theory of infinite-dimensional Lie algebras, such as, the Virasoro algebra, Kac-Moody algebras; W-algebras; quantum groups; vertex and conformal algebras; Lie superalgebras;
- Applications to conformal field theory, statistical mechanics, integrable systems, string theory and its generalizations;
- Interrelations with algebraic geometry (moduli spaces, geometric Langlands correspondence, etc.), theory of automorphic functions, combinatorics and representation theory of reductive Lie groups.
|March 18, 2002 - March 22, 2002||Geometric Aspects of the Langlands Program|
|April 15, 2002 - April 26, 2002||Conformal Field Theory and Supersymmetry|