ON CLASSICAL WEAKLY PRIME SUBMODULES

Marziye Jamali, R. Jahani-Nezhad
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引用次数: 2

Abstract

The aim of this paper is to introduce the concept of classical weakly prime submodules which is the generalization of the notion of weakly classical prime submodules to modules over arbitrary noncommutative rings. We study some properties of classical weakly prime submodules and investigate their structure in different classes of modules. Also, the structure of such submodules of modules over duo rings is completely described. We investigate some properties of classical weakly prime submodules of multiplication modules.
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在经典弱素子模上
本文的目的是将弱经典素子模的概念推广到任意非交换环上的模,从而引入经典弱素子模的概念。研究了经典弱素子模的一些性质,并研究了它们在不同模类中的结构。此外,还完整地描述了双环上模的子模的结构。研究了乘法模的经典弱素子模的一些性质。
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