ON SOME SPECIAL CLASSES OF PRIME RINGS

Original Articles

ON SOME SPECIAL CLASSES OF PRIME RINGS

Published in: Quaestiones Mathematicae
Volume 10 , issue 3 , 1987 , pages: 257–263
DOI: 10.1080/16073606.1987.9631933
Author(s): J.G. Raftery DEPARTMENT OF MATHEMATICS AND APPLIED MATHEMATICS, SOUTH AFRICA
Keywords: 16 A 12 , 16 A 21
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Abstract

Given a non-zero cardinal α, a ring R is said to be SP(α) if a is the first cardinal for which every non-zero element of R has an insulator of cardinality less than α + 1.
« ON ATOMS OF THE LATTICE OF SUPERNILPOTENT RADICALS
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