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Start Over Author "Shehata, Shaimaa. Sh." Topic matrix rings
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1. McCoy Property over Prime Radicals.

Author

Shehata, Shaimaa. Sh.

Subjects
*MATRIX rings, *RADICAL theory
Abstract

In this paper we first introduce the notion of McCoy over prime radicals (MPR ring) which is a generalization of Armendariz over prime radicals (APR ring) and McCoy rings. Then we investigate their properties. For a ring R, we prove that the n-by-n upper triangular matrix ring Tn(R) is MPR. The structure and some of extensions of MPR rings will be further studied and investigated. [ABSTRACT FROM AUTHOR]

Published
2019

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