Sub-prime radical classes determined by zerorings
BJ Gardner - Bulletin of the Australian Mathematical Society, 1975 - cambridge.org
Bulletin of the Australian Mathematical Society, 1975•cambridge.org
It is shown that the correspondence which associates with each radical class τ of abelian
groups the (radical) class of prime radical rings with additive groups in τ gives a complete
classification of those radical classes of rings which are determined (as lower radicals) by
zerorings.
groups the (radical) class of prime radical rings with additive groups in τ gives a complete
classification of those radical classes of rings which are determined (as lower radicals) by
zerorings.
It is shown that the correspondence which associates with each radical class τ of abelian groups the (radical) class of prime radical rings with additive groups in τ gives a complete classification of those radical classes of rings which are determined (as lower radicals) by zerorings.
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