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ON n-VNL-modules and SVNL-modules
2020
Region - Educational Research and Reviews
Preserved Fulltext
A ring R is called right n-VNL-ring if whenever for some elements , there exists at least one element regular. The aim of this paper is to generalize this concept into module classes, we define n-VNL-modules, study their properties and give some characterizations. It is proved that for any finite generated R- module M, M is an SVNL-module if and only if M is an n-VNL-module for every positive integer n. The locally projective n-VNL-modules are also be characterized. We discuss the relationship
doi:10.32629/rerr.v2i4.219
fatcat:stk63xo6mjgvdod3cm3zudgyai