The correlation functions of the $(D_{4},A_{6})$ conformal model

S. Balaska; K. Demmouche

doi:10.1142/S0217751X04019597

paper

The correlation functions of the $(D_{4}, A_{6})$ conformal model

arXiv:hep-th/0210071 · doi:10.1142/S0217751X04019597

Abstract

In this work, we exploit the operator content of the $(D_{4}, A_{6})$ conformal algebra. By constructing a $Z_{2}$ -invariants fusion rules of a chosen subalgebra and by resolving the bootstrap equations consistent with these rules, we determine the structure constants of the subalgebra.

18 pages, 2 tables. Some errors of calculus are corrected. More details are given, references are added, $D_{6}$ -model is replaced by $(D_{4}, A_{6})$ -model elsewhere in the paper. The introduction and the summary are also modified

The correlation functions of the (D4​,A6​) conformal model

Abstract

The correlation functions of the $(D_{4}, A_{6})$ conformal model