REGULARITIES AND SUBDIRECT PRODUCTS OF RINGS

Original Articles

REGULARITIES AND SUBDIRECT PRODUCTS OF RINGS

Published in: Quaestiones Mathematicae
Volume 14 , issue 2 , 1991 , pages: 207–215
DOI: 10.1080/16073606.1991.9631637
Author(s): A. Buys , Republic of South Africa , J. Heidema , Republic of South Africa
Keywords: 16A21

Abstract

Structure theorems are obtained for certain radical classes of rings (including the Brown-McCoy radical class, the class of λ-rings, the class of E 5-rings, the class of E 6-rings and the class of f-regular rings) by generalizing the concept of a prime ideal.

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