The group of one-dimensional bimodules arising from composition of subfactors

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概要

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• We assume that a factor is equipped with outer actions of two finite groups, and consider a factor-subfactor pair consisting of the crossed product by one group and the fixed point algebra by the other. For this inclusion of factors, the group of one-dimensional bimodules appearing at even levels of the associated graph and that of non-strongly outer automorphisms for the subfactor (i.e., centrally trivial ones in the strongly amenable case) are determined.

• 社団法人 日本数学会の論文
• 2000-04-00

著者

• Hong Jeong

  Department Of Applied Mathematics Korea Maritime University

• KOSAKI Hideki

  Graduate School of Mathematics Kyushu University

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• The group of one-dimensional bimodules arising from composition of subfactors

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