When every finitely presented proper ideal is regular

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Jawad Squalli

Abstract

In this paper we introduce and investigate a class of those rings in which every finitely presented proper ideal is regular. We establish the transfer of this notion to the trivial ring extension, direct product and homomorphic image, and then generate new and original families of rings satisfying this property.

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How to Cite
Squalli, J. (2019). When every finitely presented proper ideal is regular. Gulf Journal of Mathematics, 7(2). https://doi.org/10.56947/gjom.v7i2.189
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