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Invertiblity of multiplication modules
 II, New Zealand J. Math
"... Abstract. All rings are commutative with identity and all modules are unital. We give several properties of invertible submodules of multiplication modules generalizing those of invertible ideals. We give characterizations of faithful multiplication Dedekind modules and derive a number of their pro ..."
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Abstract. All rings are commutative with identity and all modules are unital. We give several properties of invertible submodules of multiplication modules generalizing those of invertible ideals. We give characterizations of faithful multiplication Dedekind modules and derive a number of their properties.
WEAKLY PURE SUBMODULES OF MULTIPLICATION MODULES
, 2010
"... Abstract Let R be a commutative ring with nonzero identity and M be a unital Rmodule. This paper is devoted to investigate some of the properties of weakly pure submodules of multiplication modules. ..."
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Abstract Let R be a commutative ring with nonzero identity and M be a unital Rmodule. This paper is devoted to investigate some of the properties of weakly pure submodules of multiplication modules.
Weakly Pure and Weakly Copure Submodule of Multiplication Modules
"... ABSTRACT: In this paper we introduce weakly copure submodule of multiplication module which is dual notion of weakly pure submodule of multiplication module and investigate some properties of weakly pure and copure submodule of multiplication module. ..."
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ABSTRACT: In this paper we introduce weakly copure submodule of multiplication module which is dual notion of weakly pure submodule of multiplication module and investigate some properties of weakly pure and copure submodule of multiplication module.