## DEDICATED TO PROFESSOR MICHIO SUZUKI ON HIS 70TH BIRTHDAY โฃqD D ลฝ . Condition S M = U is irreducible for any irreducible M -mod-โฃqD D ule U. Here M = U denotes a fusion product or a tensor product. They โฃqD both are the same in this paper since we will treat only rational VOAs. As
The Radical of a Vertex Operator Algebra Associated to a Module
โ Scribed by Chongying Dong; Geoffrey Mason
- Publisher
- Elsevier Science
- Year
- 2001
- Tongue
- English
- Weight
- 120 KB
- Volume
- 242
- Category
- Article
- ISSN
- 0021-8693
No coin nor oath required. For personal study only.
๐ SIMILAR VOLUMES
We prove the existence and the regularity of the extension by a self-dual simple current for certain regular vertex operator algebras.
We give a new and shorter proof of the associativity of tensor product for modules for rational vertex operator algebras under certain convergence conditions.
In this article, we obtain a decomposition of the Moonshine vertex operator h ลฝ ลฝ . ลฝ . ลฝ .. m12 algebra V associated with the algebra L 1r2, 0 m L 7r10, 0 m L 4r5, 0 . Our method is based on a coset decomposition of the Leech lattice โณ associated 12 ' ลฝ . with 2 A using some codes. In fact, we cons
In this paper, we construct some vertex operator algebras using Z codes and 8 some substructures of the lattice vertex operator algebra V . We also construct A 3 2 ' some modules using a notion of induced modules.
The vertex operator algebra M 1 + is the fixed point set of free bosonic vertex operator algebra M 1 of rank l under the -1 automorphism. All irreducible modules for M 1 + are classified in this paper for any l.