Quasicentral approximate units relative to the Macaev norm (The structure of operator algebras and its applications)

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概要

• 論文の詳細を見る
• 京都大学の論文

著者

• 岡安 類

  大阪教育大学

• 岡安 類

  京都大学理学研究科

関連論文

• Types of von Neumann algebras arising from boundary actions of hyperbolic groups(Development of Operator Algebras)
• Quasicentral Approximate Units and Finitely Generated Groups (Quantum Analysis in Operator Algebras)
• Quasicentral approximate units relative to the Macaev norm (The structure of operator algebras and its applications)
• A Construction of Type III Factors from Boundary Actions (Theory of Operator Algebras and its Applications)
• Cuntz-Krieger-Pimsner Algebras Associated with Amalgamated Free Products Groups (Free products in operator algebras and related topics)

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