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

S. A. APIKYAN; C. J. EFTHIMIOU

doi:10.1016/0370-2693(95)01075-2

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

solv-int 2016-09-08 v1 High Energy Physics - Theory Exactly Solvable and Integrable Systems

Authors: S. A. APIKYAN , C. J. EFTHIMIOU

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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.

Keywords

conformal field theory perturbed model integrable model nonlocal charges quantum group symmetry hyper-elliptic surfaces

Cite

@article{arxiv.solv-int/9504002,
  title  = {$V_{(1,1)}^{(t)}$-PERTURBED MODELS OF CFT AND THEIR QUANTUM GROUP SYMMETRY},
  author = {S. A. APIKYAN and C. J. EFTHIMIOU},
  journal= {arXiv preprint arXiv:solv-int/9504002},
  year   = {2016}
}

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16 pages, LaTeX file, AMS fonts

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

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