CHARACTERIZATION OF IDEMPOTENCY IN POWER-ASSOCIATIVE RINGS

M. Aristidou; G. Chailos

doi:https://doi.org/10.56827/JRSMMS.2025.1301.5

M. Aristidou American University of Cyprus, Larnaca, CYPRUS

G. Chailos Department of Computer Science, University of Nicosia, CYPRUS

Volume 13, Issue 1 Pages 91-96 December 30, 2025 60 downloads

Article overview

Abstract

In this paper, we extend Mosic's result for idempotency in associative rings to power-associative rings. We provide a necessary and sufficient condition for idempotency and give some examples.

Keywords and Phrases

Ringpower-associativeidempotent.

AMS Subject Classification

Primary 17A01, 17C27, Secondary 20H25, 15A30.

Reference information

How to Cite

M. Aristidou, G. Chailos (2025). CHARACTERIZATION OF IDEMPOTENCY IN POWER-ASSOCIATIVE RINGS. Journal of Ramanujan Society of Mathematics and Mathematical Sciences, 13(1), 91-96.

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