Factorizable 5-Matrix and <i>S</i>-ymmetry Operator with Toroidal Rapidity Values

Huo Boyu; Hu Zhanning

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2024年10月30日

Chinese Physics C> 1992, Vol. 16> Issue(S4) : 411-424

Factorizable 5-Matrix and S-ymmetry Operator with Toroidal Rapidity Values

Huo Boyu ,
Hu Zhanning

Institute of Modem Physics, Northwest University, Xian, Shanxi. China

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Abstract：
We constructed the factorizable S-matrix and obtained the symmetry operator which commutes with the 5-matrix and has a new form of "coproduct," the elements of which depend on the parameters defining the toroidal rapidity surface. By defining a new operator which commutes with the symmetry operator the Yang-Baxter equation can be obtained. Finally, the relation between the hroken Z_N-symmetric model and the chiral Potts model was expressed explicitly in the seif-dual genus zero limit.

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Huo Boyu and Hu Zhanning. Factorizable 5-Matrix and S-ymmetry Operator with Toroidal Rapidity Values[J]. Chinese Physics C, 1992, 16(S4): 411-424.

Huo Boyu and Hu Zhanning. Factorizable 5-Matrix and S-ymmetry Operator with Toroidal Rapidity Values[J]. Chinese Physics C, 1992, 16(S4): 411-424. shu

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Received: 1991-12-30

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Factorizable 5-Matrix and S-ymmetry Operator with Toroidal Rapidity Values

Huo Boyu
Hu Zhanning

Institute of Modem Physics, Northwest University, Xian, Shanxi. China

Received Date: 1991-12-30

Abstract: We constructed the factorizable S-matrix and obtained the symmetry operator which commutes with the 5-matrix and has a new form of "coproduct," the elements of which depend on the parameters defining the toroidal rapidity surface. By defining a new operator which commutes with the symmetry operator the Yang-Baxter equation can be obtained. Finally, the relation between the hroken Z_N-symmetric model and the chiral Potts model was expressed explicitly in the seif-dual genus zero limit.