Representations of Kac-Moody Algebras and Combinatorics

Abstract

One of the algebraic structures that has emerged recently in the study of the operator product expansions of chiral fields in conformal field theory is that of a Lie conformal algebra. A Lie pseudoalgebra is a “higher-dimensional” generalization of the notion of a Lie conformal algebra. On the other hand, Lie pseudoalgebras can be viewed as Lie algebras in… (More)

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@inproceedings{ChariRepresentationsOK, title={Representations of Kac-Moody Algebras and Combinatorics}, author={Vyjayanthi Chari} }