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- W2922424827 abstract "Abstract This paper is about rings $R$ for which every element is a sum of a tripotent and an element from the Jacobson radical $J(R)$ . These rings are called semi-tripotent rings. Examples include Boolean rings, strongly nil-clean rings, strongly 2-nil-clean rings, and semi-boolean rings. Here, many characterizations of semi-tripotent rings are obtained. Necessary and sufficient conditions for a Morita context (respectively, for a group ring of an abelian group or a locally finite nilpotent group) to be semi-tripotent are proved." @default.
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- W2922424827 date "2019-03-15" @default.
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- W2922424827 title "Rings whose Elements are the Sum of a Tripotent and an Element from the Jacobson Radical" @default.
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- W2922424827 doi "https://doi.org/10.4153/s0008439519000092" @default.
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