Scott Carnahan

  1. Generalized moonshine II: Borcherds products.

    Authors: Scott Carnahan
    Subjects: Representation Theory
    Abstract

    The goal of this paper is to construct infinite dimensional Lie algebras
    using infinite product identities, and to use these Lie algebras to reduce the
    generalized moonshine conjecture to a pair of hypotheses about group actions on
    vertex algebras and Lie algebras. The Lie algebras that we construct
    conjecturally appear in an orbifold conformal field theory with symmetries
    given by the monster simple group.

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