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Kac-系统与Morita等价

Kac-Systems and Morita Equivalence
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摘要 本文讨论与Hilbert C*-模相关的Kac-系统在C*-代数上的作用的性质,给出了两个Morita等价的C*-代数(在Kac-系统的作用下得到的C*-代数的余交叉积是Morita等价的).从而,Baaj和Skandalis等人的结论是本文定理的特殊情况. In this paper, we shall mainly discuss properties of actions of Kac-systems on C*-algebras corresponding to Hilbert C*-modules; and show that if one Kac-system coacts on two Morita equivalent C*-algebras, then the two co-crossed products are also Morita equivalent. Thus, Baaj and Skandalis' results are our special cases.
出处 《数学学报(中文版)》 SCIE CSCD 北大核心 2003年第5期943-950,共8页 Acta Mathematica Sinica:Chinese Series
基金 博士后基金资助课题
关键词 HILBERT C*-模 Kac-系统 MORITA等价 余交叉积 Hilbert C*-module Kac-system Morita equivalence
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  • 1Shuzhou Wang.Free products of compact quantum groups[J].Communications in Mathematical Physics.1995(3)
  • 2Roberto Longo.A duality for Hopf algebras and for subfactors. I[J].Communications in Mathematical Physics.1994(1)
  • 3S. L. Woronowicz.Compact matrix pseudogroups[J].Communications in Mathematical Physics.1987(4)
  • 4Alain Connes.Non-commutative differential geometry[J].Publications Mathématiques de L’Institut des Hautes Scientifiques.1985(1)
  • 5Michio Jimbo.Aq-difference analogue of U(g) and the Yang-Baxter equation[J].Letters in Mathematical Physics.1985(1)
  • 6Kac,G.Ring groups and the duality principle, I, Proc.Moscow Math[].Society.1963
  • 7Kac,G.Ring groups and the duality principle, II, Proc.Moscow Math[].Society.1965
  • 8Drinfeld,V. G.Hopf algebras and the Yang-Baxter equations, Soviet Math[].Dokl.1985

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