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Conditions that M A (G) is a ring

In: Near-Rings and Near-Fields

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  • Fu-An Li

    (Chinese Academy of Sciences, Institute of Mathematics)

Abstract

This note presents some necessary and sufficient conditions, without finite-ness assumption, for the centralizer near-ring M A (G) to be a ring. The result illustrates that whether M A (G) is a ring is a “local” behaviour.

Suggested Citation

  • Fu-An Li, 2001. "Conditions that M A (G) is a ring," Springer Books, in: Yuen Fong & Carl Maxson & John Meldrum & Günter Pilz & Andries van der Walt & Leon van Wyk (ed.), Near-Rings and Near-Fields, pages 118-121, Springer.
    • Handle: RePEc:spr:sprchp:978-94-010-0954-6_13
    DOI: 10.1007/978-94-010-0954-6_13
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