Fusion rules for N=2 superconformal modules

Abstract

In this note we calculate the fusion coefficients for minimal series representations of the N=2 superconformal algebra by using a modified Verlinde's formula, and obtain associative and commutative fusion algebras with non-negative integral fusion coefficients at each level. Some references are added.

11 pages, Latex 2e

References in corpus (1)

• Fusion Rules in N=1 Superconformal Minimal Models

Cited by in corpus (7)

• Type IIB orientifolds on Gepner points
• On the complete classification of the unitary N=2 minimal superconformal field theories
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• Representations of affine superalgebras and mock theta functions III
• Heisenberg and Modular Invariance of N=2 Conformal Field Theory
• A Semi-Infinite Construction of Unitary N=2 Modules
• Explicit field realizations of W algebras