$V_{(1,1)}^{(t)}$-PERTURBED MODELS OF CFT AND THEIR QUANTUM GROUP SYMMETRY

Abstract

We propose a new massive integrable model in quantum field theory. This model is obtained as a perturbed model of the minimal conformal field theories on the hyper-elliptic surfaces by a particular relavant operator $V_{(1,1)}^{(t)}$. The non-local conserved charges of the model and their $q$-deformed algebra are also constructed explicitly.

16 pages, LaTeX file, AMS fonts

Cited by in corpus (3)

• Liouville Field Theory on Hyperelliptic surface
• Integrable Models of the CFT on Hyper-Elliptic Surfaces
• The Conformal Properties of Liouville Field Theory on Z_N-Riemann Surfaces