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An introduction to Ocneanu's theory of double triangle algebras for subfactors and classification of irreducible connections on the Dynkin diagrams (Recent Topics in Operator Algebras)

机译：Ocneanu的双三角代数理论的子因数介绍和Dynkin图上不可约连接的分类（算子代数中的最新主题）

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Goto Satoshi;
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年度 1999
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正文语种 en
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1. On Ocneanu's theory of double triangle algebras for subfactors and classification of irreducible connections on the Dynkin diagrams [J] . Goto S. Expositiones mathematicae . 2010,第3期

机译：关于Ocneanu关于子因子的双三角代数理论和Dynkin图上不可约连接的分类
2. ON FLATNESS OF OCNEANUS CONNECTIONS ON THE DYNKIN DIAGRAMS AND CLASSIFICATION OF SUBFACTORS [J] . Kawahigashi Y. Journal of Functional Analysis . 1995,第1期

机译：在Dynkin图中的Ocneanus连接平整度和子因素分类
3. Root Systems, Cartan Matrix and Dynkin Diagrams in Classification of Lie Algebras [J] . Um Salama Ahmed Abdulla Alemam, Mohamed Alamin Abdalla Hamid Ahmed British Journal of Mathematics & Computer Science . 2018,第3期

机译：李代数分类中的根系，Cartan矩阵和Dynkin图
4. Determination of the root system of semisimple Lie algebras from the Dynkin diagram [C] . H. Schlegel International symposium on Symbolic and algebraic computation . 1991

机译：从Dynkin图确定半单李代数的根系
5. The Unrolled Quantum Group of sl(2) with Connections to Topological Quantum Field Theory and Vertex Operator Algebras [D] . Clark, James. 2020

机译：展开量子组的SL（2）与拓扑量子田间理论和顶点运算符代数的连接
6. IRREDUCIBLE OPERATOR ALGEBRAS [O] . Richard V. Kadison 1957

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7. On Ocneanu's theory of double triangle algebras for subfactors and classification of irreducible connections on the Dynkin diagrams [O] . Goto Satoshi 2010

机译：关于Ocneanu关于子因子的双三角代数理论和Dynkin图上不可约连接的分类

An introduction to Ocneanu's theory of double triangle algebras for subfactors and classification of irreducible connections on the Dynkin diagrams (Recent Topics in Operator Algebras)

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