环及其它代数系统的根理论研究是代数研究中一个热门与较成熟的领域, Puczylowski
建立了一般代数正规类的根理论. 本文首先给出点态化的完备代数正规类概念 …

本文首先研究点态化完备代数正规类中的遗传幂等根, 补根, 对偶根, 子幂等根的的结构性质;
然后研究了诣零根, 幂零根, 局部幂零根, 可数局部幂零根的结构性质. Abstract: In this paper, we …

Puczylowski established the general theory of radicals of the objects called algebras. In this
paper, we generalize the concept of algebra to ideal products. Moreover, we give the …

The upper radical classes of the normal classes of algebras Page 1 云南大学学报 ( 自然科学版
) 2006, 28 (1): 8~ 11 CN 53- 1045/N ISSN 0258- 7971 Journal of Yunnan University The …

Puczylowski established the general theory of radicals of the objects called algebras,
Zongwen Yang, Zhuyuan Yang and Jiangmin Pan had established the ideals product …

Full article: Essential Ideals in Rings of Measurable Functions Skip to Main Content Taylor and
Francis Online homepage Taylor and Francis Online homepage Log in | Register Cart 1.Home …

利用Puczylowski 建立的一般代数正规类的根理论, 对任一个代数类K 构造由K 确定的上根UK
及讨论UK 的一些性质. Abstract: By means of the general theory of radicals of the normal …

In this study, all rings are commutative with non-zero identity and all modules are considered
to be unital. Let $ M $ be a left $ R $-module. A proper submodule $ N $ of $ M $ is called an …

right (left) closed ideal is a direct summand[6]. zero right (left) ideal is essential in a direct
summand, equivalently, every Page 1 Raf. J. of Comp. & Math’s. , Vol. 5, No. 2, 2008 193 On …

The head has a smaller bony nucleus and more delayed in appearance than normal but to
start with it is normal On Weakly Regular Rings, II Shahla M. Khalil College of Computer …