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- W2088691275 abstract "We prove the theorem: If R is a ring whose right ideals satisfy the double annihilator condition with respect to a semisimple right R-module W, then every right ideal is an intersection of maximal right ideals, consequently R is a right V (for Villamayor) ring, and W is then necessarily a cogenerator of modR. (The converse is well known.) We use this to give a new proof of a theorem of ours on right Johns rings." @default.
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- W2088691275 title "A new duality theorem for semisimple modules and characterization of Villamayor rings" @default.
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