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Weakly regular modules over normal ringsUnder study are some conditions for the weakly regular modules to be closed under direct sums
Generalized SV-modules(P) is weakly regular if and only if every module in σ(M/I(M)) is lifting, where M is a generating object in σ
Weakly regular modules over normal ringsUnder study are some conditions for the weakly regular modules to be closed under direct sums
On some classes of semiartinian ringsThe weakly regularity of all right R-modules with R an arbitrary ring does not imply the same
Generalized SV -rings of bounded index of nilpotencyWe obtain a criterion under which all right modules over a ring of bounded index are weakly regular
Generalized SV-modules(P) is weakly regular if and only if every module in σ(M/I(M)) is lifting, where M is a generating object in σ
On some classes of semiartinian ringsThe weakly regularity of all right R-modules with R an arbitrary ring does not imply the same
Generalized SV -rings of bounded index of nilpotencyWe obtain a criterion under which all right modules over a ring of bounded index are weakly regular
I* 0-Modules investigate relations between weakly Baer modules and I*0 -modules. © 2014 Allerton Press, Inc.
On (weakly) co-Hopfian automorphism-invariant modules-Hopfian if and only if E(M) is co-Hopfian. The module M is called weakly co-Hopfian if any injective endomorphism of M
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