Completely ℤ symmetric R matrix

Youichi Shibukawa; Kimio Ueno

doi:10.1007/BF00406551

Completely ℤ symmetric R matrix

Youichi Shibukawa^*, Kimio Ueno

^*この研究の対応する著者

研究成果: Article › 査読

32 被引用数 (Scopus)

抄録

An infinite-dimensional R matrix related to the limiting case n→∞ of the completely ℤ_n symmetric R matrix is discovered. This R matrix is expressed as an operator on C^∞(S¹×S¹). Moreover, the fusion procedure of the R-operator is investigated and the finite-dimensional R matrices are constructed from the R operator.

本文言語	English
ページ（範囲）	239-248
ページ数	10
ジャーナル	Letters in Mathematical Physics
巻	25
号	3
DOI	https://doi.org/10.1007/BF00406551
出版ステータス	Published - 1992 7月

ASJC Scopus subject areas

統計物理学および非線形物理学
物理学および天文学（全般）
数理物理学

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10.1007/BF00406551

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abstract = "An infinite-dimensional R matrix related to the limiting case n→∞ of the completely ℤn symmetric R matrix is discovered. This R matrix is expressed as an operator on C∞(S1×S1). Moreover, the fusion procedure of the R-operator is investigated and the finite-dimensional R matrices are constructed from the R operator.",

keywords = "Mathematics Subject Classifications (1991): Primary 81R50, 82B23, Secondary 17B37, 82B20",

author = "Youichi Shibukawa and Kimio Ueno",

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AU - Ueno, Kimio

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N2 - An infinite-dimensional R matrix related to the limiting case n→∞ of the completely ℤn symmetric R matrix is discovered. This R matrix is expressed as an operator on C∞(S1×S1). Moreover, the fusion procedure of the R-operator is investigated and the finite-dimensional R matrices are constructed from the R operator.

AB - An infinite-dimensional R matrix related to the limiting case n→∞ of the completely ℤn symmetric R matrix is discovered. This R matrix is expressed as an operator on C∞(S1×S1). Moreover, the fusion procedure of the R-operator is investigated and the finite-dimensional R matrices are constructed from the R operator.

KW - Mathematics Subject Classifications (1991): Primary 81R50, 82B23, Secondary 17B37, 82B20

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Completely ℤ symmetric R matrix

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