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On the regular elements of rings in which the product of any two zero divisions lies in the galois subring

On the regular elements of rings in which the product of any two zero divisions lies in the galois subring

Oduor, Owino M; Libendi, Omamo A; Musoga, Christopher
URI: url: www.acadpubl.eu
http://ir-library.kabianga.ac.ke/handle/123456789/190
Date: 2013-01-28

Abstract:

Suppose R is a completely primary finite ring in which the product of any two zero divisors lies in the Galois (coefficient) subring. We construct R and find a generalized characterization of its regular elements.

Description:

Research on International Journal of Pure and Applied Mathematics

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