Quantum double construction for subfactors arising from periodic commuting squares
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概要
- 論文の詳細を見る
By generalizing Erlijmans method, we construct a subfactor from a fusion rule algebra with quantum 6j-symbols which produce periodic commuting squares. This construction produces the same subfactor as Ocneanus asymptotic inclusion for the subfactor which is generated by the original periodic commuting square. This result can be applied to the quantum SU(n)<SUB>k</SUB> subfactors which is the same as Hecke algebra subfactors of type A of Wenzl for example, which shows that Erlijmans construction gives the same subfactor as the asymptotic inclusion.
- 社団法人 日本数学会の論文
著者
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Goto Satoshi
Department Of Civil And Environmental Engineering University Of Yamanashi
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Goto Satoshi
Department Of Mathematics Sophia University
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