Finite Commutative Hypergroups Associated with Actions of Finite Abelian Groups

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概要

• 論文の詳細を見る

• This paper is devoted to constructing finite commutative hypergroups associated with actions of finite abelian groups, which are given as modifications of crossed products in operator algebras. This construction relies on the application of some notions of operator algebras, crossed products and conditional expectations.

• 奈良教育大学の論文
• 2005-10-31

著者

• Kawakami Satoshi

  Nara University Of Education Department Of Mathematics

• Kawasaki Ken-ichiroh

  Nara University Of Education Department Of Mathematics

• HEYER HERBERT

  Eberhard-Karls-Universitat Tubingen Mathematisches Institut

• HEYER Herbert

  Tubingen University

• JIMBO Toshiya

  奈良教育大学

• KAWAKAMI Satoshi

  奈良教育大学

• KAWASAKI Ken-ichiroh

  奈良教育大学

関連論文

• ESTIMATION OF THE ORDERS ON HYPERGROUP EXTENSIONS
• EXTENSIONS OF FINITE COMMUTATIVE HYPERGROUPS
• Finite Commutative Hypergroups Associated with Actions of Finite Abelian Groups
• DISINTEGRATION OF OPERATOR VALUED WEIGHTS
• Paul Levy's Continuity Theorem : Some History and Recent Progress

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