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On A Class of Idealized Near-Rings Admitting Frobenius Derivations.

<div>Onyango Ojiema M.</div>, <div>Achieng Onyango B.</div>, <div>Motanya Abuga J.</div>, 9 PAGES (4762 WORDS) Mathematics Article/Essay
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Abstract

In this paper, we use the idealization procedure for finite rings to construct a class of quasi-3 prime Near-Rings N with a Jordan ideal J(N) and admitting a Frobenius derivation. The structural characterization of N; J(N) and commutation of N via the Frobenius derivations have been explicitly determined.
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