Original Articles

THREE SPECIAL RADICALS FOR HEMIRINGS

Published in: Quaestiones Mathematicae
Volume 17 , issue 2 , 1994 , pages: 205–215

DOI: 10.1080/16073606.1994.9631759

Author(s): D.M. Olson , , H.J. LeRoux , RSA , G. , A.P. Heyman , RSA

Keywords: 16Y60 , 16N60 , 16N80

Abstract

The classes of strongly prime, uniformly strongly prime and superprime hemirings are defined and shown to be special classes. Intersection properties of the radicals generated by these classes are studied and related to α-ideas. Hemiring radicals and ring radicals of rings are shown to be identical for these three radical concepts.

« COUNTABILITY PROPERTIES IN INTERIOR ALGEBRAS

EXTREME POINTS IN LARGE SUBSPACES OF l₁ »