次へ: 3.2 超リー代数模型などの可解模型と様々な絡み目不変量の関係 Connections of
上へ: 3 結び目や絡み目のトポロジー的不変量と可解模型 Invariants of
戻る: 3 結び目や絡み目のトポロジー的不変量と可解模型 Invariants of
  目次
原著論文 Original papers
- Y. Akutsu, T. Deguchi and M. Wadati,
Exactly Solvable
Models and New Link polynomials.
II. Link Polynomials for Closed
3-Braids,
J. Phys. Soc. Jpn. 56 (1987) 3464-3479.
- T. Deguchi, Y. Akutsu and M. Wadati,
Exactly Solvable
Models and New Link polynomials.
III. Two-Variable Topological
Invariants,
J. Phys. Soc. Jpn. 57 (1988) 757-776.
- Y. Akutsu, T. Deguchi and M. Wadati,
Exactly Solvable
Models and New Link polynomials.
IV. IRF Models,
J. Phys. Soc. Jpn. 57 (1988) 1173-1185.
- T. Deguchi, M. Wadati and Y. Akutsu,
Exactly Solvable
Models and New Link polynomials.
V. Yang-Baxter Operator and
Braid-Monoid Algebra,
J. Phys. Soc. Jpn. 57 (1988) 1905-1923.
- T. Deguchi, M. Wadati and Y. Akutsu,
Link Polynomials
Constructed from Solvable Models in Statistical Mechanics,
J. Phys. Soc.
Jpn. 57 (1988) 2921-2935.
- M. Wadati, Y. Yamada and T. Deguchi,
Knot Theory and
Conformal Field Theory:
Reduction Relations for Braid Generators,
J. Phys. Soc. Jpn. 58
(1989) 1153-1161.
- M. Wadati, T. Deguchi and Y. Akutsu,
Exactly Solvable
Models and Knot Theory,
Phys. Reports 180 (1989) 247-332.
- T. Deguchi, M. Wadati and Y. Akutsu,
Knot Theory based
on Solvable Models at Criticality,
Advanced Studies in Pure Mathematics
19 (1989) pp. 193-285.
国際会議の報告
Proceedings papers of international conferences
- M. Wadati, T. Deguchi and Y. Akutsu,
Exactly Solvable
Models and New Link Polynomials,
in Nonlinear Evolution Equations, Integrability and Spectral
Methods, ed. A. Fordy, (Manchester University Press, 1990).
- M. Wadati, Y. Akutsu and T. Deguchi,
Link Polynomials and Exactly Solvable Models,
in Nonlinear Physics,
eds. Gu Chaohao, Li Yishen and Tu Guizhang, (Springer-Verlag, Berlin,
Heidelberg, 1990) pp. 111-135.
- M. Wadati and T. Deguchi (probably refereed),
Old and New Link Polynomials
From the Theory of Exactly Solvable Models,
Physica D 51 (1991) 376-387.
(in the proceedings of the conference at CNLS in
Los Alamos National Laboratory)
- M. Wadati and T. Deguchi,
Integrable Systems and Knot theory,
in the Proceedings of the 25 th International Conference
on High Energy Physics, 2-8 August 1990,
Singapore , eds. K.K. Phua and Y. Yamaguchi, (Published by
South East Asia Theoretical Association and the Physical Society of Japan,
Singapore, 1991) pp. 1389-1399.
- M. Wadati, T. Deguchi and Y. Akutsu,
Yang-Baxter
Relation, Exactly Solvable Models and Link Polynomials,
in Quantum
Groups,
Proceedings of Workshops held in the Euler International Mathematical
Institute, Leningrad, Fall 1990, ed. P.P. Kulish (Springer-Verlag, Berlin
Heidelberg, 1992) pp. 373-388.
国内研究会の報告
Reports of workshops in Japan
- T. Deguchi and Y. Yamada,
Link Polynomial, Crossing
Multiplier and Surgery Formula,
in the Proceedings of the Workshop
Beyond Riemann Surfaces, (RITP, Takehara,
Hiroshima University, February 1989), p. 1.
解説(日本語)
- 和達三樹、出口哲生、阿久津泰弘:
ひもの問題を解く、
科学59 No.2 (1989年2月) p. 73.
- 出口哲生 和達三樹、
統計力学と結び目不変量、
数理科学 No. 330, (1990年12月) pp. 57-62.
- 出口 哲生、和達三樹、
統計力学と結び目不変量、
別冊数理科学「現代の数理物理」、サイエンス社 (1998) pp. 85-91.
次へ: 3.2 超リー代数模型などの可解模型と様々な絡み目不変量の関係 Connections of
上へ: 3 結び目や絡み目のトポロジー的不変量と可解模型 Invariants of
戻る: 3 結び目や絡み目のトポロジー的不変量と可解模型 Invariants of
  目次
Tetsuo Deguchi