On the Three-Point Couplings in Toda Field Theory
arXiv:hep-th/9707229 · doi:10.1143/PTP.99.45
Abstract
Correlation functions of Toda field vertices are investigated by applying the method of integrating zero-mode developed for Liouville theory. We generalize the relations among the zero-, two- and three-point couplings known in Liouville case to arbitrary Toda theories. Two- and three-point functions of Toda vertices associated with the simple roots are obtained.
10 pages, latex, no figures