Rings All of whose Factor Rings are Semi-Prime
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Publication:5577225
DOI10.4153/CMB-1969-052-2zbMath0185.08801MaRDI QIDQ5577225
Publication date: 1969
Published in: Canadian Mathematical Bulletin (Search for Journal in Brave)
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FULLY PRIME MODULES AND FULLY SEMIPRIME MODULES, Unnamed Item, Reflexive Property of Rings, Seminear-rings characterized by their \({\mathcal S}\)-ideals. I, Fully prime rings, On semigroups whose ideals are all globally idempotent, Fully Idempotent Rings Have Regular Centroids, Reflexive property on nil ideals, Unnamed Item, Fully prime rings. II, On a property of polynomial rings over reversible rings, Unnamed Item, 2-PRIMAL MODULES, On a Hereditary Radical Property Relating to the Reducedness, Fully idempotent factorization rings, Fully idempotent factorization rings, On Isolated Submodules, Reflexive ideals, Quast m-rings and their radicals, Fully idempotent semirings