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1996•Canadian Mathematical BulletinOpen access

On the Representation of an Idempotent as a Sum of Nilpotent Elements

Miguel Ferrero, Edmund R. Puczyłowski, Said N. Sidki

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Abstract

Abstract In this paper we study in which rings a non-zero idempotent element can be presented as a sum of two nilpotent elements.

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Abstract In this paper we study in which rings a non-zero idempotent element can be presented as a sum of two nilpotent elements.

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OpenAlex reports 10 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Abstract In this paper we study in which rings a non-zero idempotent element can be presented as a sum of two nilpotent elements.

Key concepts: Mathematics, Idempotence, Nilpotent, Element (criminal law), Pure mathematics, Representation (politics), Idempotent matrix, Algebra over a field

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