w-Jordan near-rings. I.
Benini, A., Pellegrini, S. (1992)
Mathematica Pannonica
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Displaying similar documents to “w-Jordan near-rings. II.”
w-Jordan near-rings. I.
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Alternative rings in which every proper right ideal is maximal
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On matrix near-rings.
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-integral near-rings.
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Right ue-rings (rings with the property of the title, i.e., with the maximality of the right socle) are investigated. It is shown that a semiprime ring R is a right ue-ring if and only if R is a regular V-ring with the socle being a maximal right ideal, and if and only if the intrinsic topology of R is non-discrete Hausdorff and dense proper right ideals are semisimple. It is proved that if R is a right self-injective right ue-ring (local right ue-ring), then R is never semiprime and...
Some commutativity results for rings
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