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- W1525015032 abstract "A functor is said to reflect radical classes if under this functor the inverse image of a radical class is always a radical class.Prototypical examples of such functors include polynomial and matrix functors and various forgetful functors.This paper is for the most part a survey of known results concerning radical reflections,but there are a few new results,including a generalization to right alternative rings of a well known result of Andrunakievici on upper radicals of simple associative rings. Mathematics subject classification: 18E40,16N80,16S90. Keywords and phrases: Radical,category suitable for radical theory,multioperator group, right alternative ring." @default.
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- W1525015032 date "2004-01-01" @default.
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- W1525015032 title "Transfer properties in radical theory" @default.
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