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次へ: 1.4 可解模型に関する総合報告 Reviews on 上へ: 1 統計力学および量子多体系の厳密に解ける模型 Exactly solvable 戻る: 1.2 一次元ハバード模型　One-dimensional Hubbard model   目次

1.3 Quantum groups and various exactly solvable models (8POP)

原著論文 I　: 量子群および関連する可解格子模型

Original papers I: Qunatum groups and associated integrable lattice models

  1. T. Deguchi, A. Fujii and Katsushi Ito,
    Quantum Superalgebra UqOsp(2|2),
    Phys. Lett. B238 (1990) 242-246.

  2. T. Deguchi and A. Fujii,
    Hybrid Type Model and the Direct Sum of Quantum Groups,
    Mod. Phys. Lett. A 6 (1991) 1177-1183

  3. T. Deguchi and P.P. Martin,
    An Algebraic Approach to Vertex Models and Transfer Matrix Spectra,
    Int. J. Mod. Phys. A 7, Suppl. 1A(1992) 165-196.

原著論文 II　:　様々な可解模型

Original papers II: Various exactly solvable models

  1. T. Deguchi,
    Multivariable Vertex Models Associated with the Temperley-Lieb Algebra,
    Phys. Lett. 159A (1991) 163-169.

  2. T. Deguchi and A. Fujii,
    IRF models associated with representations of Lie superalgebras gl(m|n) and sl(m|n),
    Mod. Phys. Lett. A 6 (1991) 3413-3426.

  3. T. Deguchi,
    Restricted IRF models with Complex Coupling Parameters,
    J. Phys. Soc. Jpn. 60 (1991) 1145-1149.

  4. T. Takagi, T. Deguchi and M. Wadati,
    Higher Spin Cyclic Solid-on-Solid Models,
    J. Phys. Soc. Jpn. 61 (1992) 462-469.

  5. T. Deguchi and Pijush K. Ghosh,
    Spin chains from super-models,
    J. Phys. Soc. Jpn. 70 No. 11 (2001) pp. 3225-3237. (hep-th/0012058)

next up previous contents
次へ: 1.4 可解模型に関する総合報告 Reviews on 上へ: 1 統計力学および量子多体系の厳密に解ける模型 Exactly solvable 戻る: 1.2 一次元ハバード模型　One-dimensional Hubbard model   目次
Tetsuo Deguchi