An application of Mirror extensions

Abstract

In this paper we apply our previous results of mirror extensions to obtain realizations of three modular invariants constructed by A. N. Schellekens by holomorphic conformal nets with central charge equal to 24.

24 Pages, Amstex

References in corpus (11)

• Three-Dimensional Gravity Revisited
• Multi-interval Subfactors and Modularity of Representations in Conformal Field Theory
• Meromorphic c=24 Conformal Field Theories
• Modular Invariants, Graphs and $\alpha$-Induction for Nets of Subfactors. III
• Applications of braided endomorphisms from conformal inclusions
• On $\alpha$-induction, chiral generators and modular invariants for subfactors
• Conformal Subnets and Intermediate Subfactors
• Local conformal nets arising from framed vertex operator algebras
• Solitons in Affine and Permutation Orbifolds
• Galois Modular Invariants of WZW Models
• The classification of non-local chiral CFT with c<1

Cited by in corpus (1)

• Quantum symmetries for exceptional SU(4) modular invariants associated with conformal embeddings