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

preprint1995arXivOpen access

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.

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

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

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