论文标题
Quasi $ z^\ circ $ -submodules降低的乘法
Quasi $z^\circ$-submodules of a reduced multiplication
论文作者
论文摘要
令r为具有身份的交换环，M为R模块。本文的目的是定义M的Quasi $ Z^\ Circ $ -submodules的概念，为R的$ Z^\ Circ $ - iDeals的扩展，并在M是减少的乘法R模块时获得了一些相关结果。
Let R be a commutative ring with identity and M be an R-module. The purpose of this paper is to defined the notion of quasi $z^\circ$-submodules of M as an extension of $z^\circ$-ideals of R and obtained some related results when M is a reduced multiplication R-module.
