Title of article
Multiplication Modules and Cohens Theorem
Author/Authors
Ghalandarzadeh, Sh k.n.toosi university of technology - Faculty of Science, K N - Department of Mathematics, تهران, ايران , Malakoti Rad, P islamic azad university - Faculty of Science, قزوين, ايران , Shirinkam, S islamic azad university - Faculty of Science, قزوين, ايران
From page
251
To page
260
Abstract
Let R be commutative ring an R-module M is called a multiplication if for every R-submodule K of M, there exists an ideal I of R such that K = IM. In this paper we extend Cohen’s Theorem for multiplication module and give new proofs for some theorems related to multiplication modules.
Keywords
Multiplication module , locally cyclic , Cohen
Journal title
Mathematical Sciences
Journal title
Mathematical Sciences
Record number
2568732
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