R. Schaflitzel

most cited

I I_{1}

-Subfactors associated with the

C^{*}

-Tensor Category of a Finite Group

2 citations · 3 across the 3 of their papers we have counts for

collaborators

3 papers

funct-an1997★ 2 cited

$I I_{1}$ -Subfactors associated with the $C^{*}$ -Tensor Category of a Finite Group

R. Schaflitzel

We determine the subfactors $N \subset R$ of the hyperfinite $I I_{1}$ -factor R with finite index for which the $C^{*}$ -tensor category of the associated $(N, N)$ -bimodules is equivalent…

funct-an1997★ 1 cited

$C^{*}$ -Tensor Categories in the Theory of $I I_{1}$ -Subfactors

R. Schaflitzel

The article contains a detailed description of the connection between finite depth inclusions of $I I_{1}$ -subfactors and finite $C^{*}$ -tensor categories (i.e. $C^{*}$ -tensor categories…

funct-an1997

A Note on Bimodules and $I I_{1}$ -Subfactors

R. Schaflitzel

A brief introduction into bimodules of $I I_{1}$ -factors is presented. Furthermore a version of the following result due to M. Pimsner and S. Popa is derived: Let $N=M_{-1}\subset M=M…

II1​-Subfactors associated with the C∗-Tensor Category of a Finite Group

C∗-Tensor Categories in the Theory of II1​-Subfactors

A Note on Bimodules and II1​-Subfactors

$I I_{1}$ -Subfactors associated with the $C^{*}$ -Tensor Category of a Finite Group

$C^{*}$ -Tensor Categories in the Theory of $I I_{1}$ -Subfactors

A Note on Bimodules and $I I_{1}$ -Subfactors