On Baric Algebras Satisfying x^<[k+1]>=ω(x)^<2k-3>x^3

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概要

• 論文の詳細を見る

• In this paper we study baric algebras which posses a nonzero idempotent and satisfy the identity [numerical formula]. Moreover we describe a characterization of k-th order Jordan Bernstein algebras in view point of this identity.

• 武庫川女子大学の論文

著者

• Miyamoto Kohei

  Department of Education, Faculty of Letters Mukogawa Women's University

関連論文

• A note on Bernstein-Jordan Algebras
• A note on Bernstein-Jordan Algebras(2)
• On kth-Order Bernstein Algebras
• On Baric Algebras Satisfying x^=ω(x)^x^3

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