Characters for Coset Conformal Field Theories
arXiv:hep-th/9210122 · doi:10.1142/S0217751X93001685
Abstract
We solve the Kac-Moody branching equation to obtain explicit formulae for the characters of coset conformal field theories and then apply these to specific examples to determine the integer shift of the conformal weights of primary fields. We also present an example of coset conformal field theory which cannot be described by the identification current method.
20 pages in plain TEX
Cited by in corpus (12)
- Condensate induced transitions between topologically ordered phases
- The resolution of field identification fixed points in diagonal coset theories
- Boundary states in coset conformal field theories
- Critical theory of non-Fermi liquid fixed point in multipolar Kondo problem
- Novel construction of boundary states in coset conformal field theories
- Algebras in tensor categories and coset conformal field theories
- Recursive algorithm and branching for nonmaximal embeddings
- Affine.m - Mathematica package for computations in representation theory of finite-dimensional and affine Lie algebras
- On Principal Admissible Representations and Conformal Field Theory
- Coset construction of logarithmic minimal models: branching rules and branching functions
- New maverick coset theories
- Non-Abelian T-duality and Modular Invariance