Kurosh-Amitsur right Jacobson radical of type 0 for right near-rings.
Rao, Ravi Srinivasa, Prasad, K.Siva, Srinivas, T. (2008)
International Journal of Mathematics and Mathematical Sciences
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Displaying similar documents to “Substructures and radicals of Morita contexts for near-rings and Morita near-rings.”
Kurosh-Amitsur right Jacobson radical of type 0 for right near-rings.
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A ring is said to be strongly right bounded if every nonzero right ideal contains a nonzero ideal. In this paper strongly right bounded rings are characterized, conditions are determined which ensure that the split-null (or trivial) extension of a ring is strongly right bounded, and we characterize strongly right bounded right quasi-continuous split-null extensions of a left faithful ideal over a semiprime ring. This last result partially generalizes a result of C. Faith concerning split-null...
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A radical for right near-rings: the right Jacobson radical of type-0.
Rao, Ravi Srinivasa, Prasad, K.Siva (2006)
International Journal of Mathematics and Mathematical Sciences
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