Multi-Parameter Solution to the Reflection Equation of Zn Belavin Model

  • By using the diagonal solution of reflection equation for A(n-1)(1), IRF model, We obtain the solution with n+1 parametcrs to the reflection equation of Zn Belavin model. The result we get when n=2 coincides formally with that given by Hou et al.
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  • [1] Sklyanin E K J Phys, 1988, A21:27352 Cherednik I V Theor.Math Phys., 1983,17:77;1984,66:9113 de Vega H J, Gonzalez—Ruiz A. J Phys.3 1993, A26:L5194 O’Brien D L, Pearce P A, Behrend R E. hep–th/9507118, Statistical models, Yang—Baxter equation and related topics. In: Ge M L, Wn F Y ed. World Scientific, Singapore: 1996. 285 5 Hou B Y, Shi K J, Fan H et al. Commun. Theor Phys., 1995, 23: 163 6 Inami T, Konno H, J Phys. 1994, A27:L913 7 Inami T, OdskS S, Zhang Y Z. hep–th/9601049, NucL Phys., B: in press 8 Batchelor M T,Fridkin V,Kuniba A et al. hep–th/96010519 Mezincescue L, Nepomechie R I. J Phys., 1991, A24:L19; Mod. Phys. Lett.3 1991, A6:249710 Fan R Hou B Y, Shi K J et al, Phys. Lett., 1995, A200:11 Jimbo M Miwa T, Okado M. NucL Phys, 1988, B300:74 12 Belavin A A. NucL Phys.3 1980, B180: 109 13 Rjchey M P, Trasy C A J. Stat. Phys, 1986, 42:311
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Shi Kangiie, Li Guangliang, Fan Heng and Hou Boyu. Multi-Parameter Solution to the Reflection Equation of Zn Belavin Model[J]. Chinese Physics C, 1999, 23(5): 425-435.
Shi Kangiie, Li Guangliang, Fan Heng and Hou Boyu. Multi-Parameter Solution to the Reflection Equation of Zn Belavin Model[J]. Chinese Physics C, 1999, 23(5): 425-435. shu
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Received: 1998-04-15
Revised: 1900-01-01
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Multi-Parameter Solution to the Reflection Equation of Zn Belavin Model

    Corresponding author: Shi Kangiie,
  • Institute of Modern Physics, Northewest University, Xian 710069

Abstract: By using the diagonal solution of reflection equation for A(n-1)(1), IRF model, We obtain the solution with n+1 parametcrs to the reflection equation of Zn Belavin model. The result we get when n=2 coincides formally with that given by Hou et al.

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