格的弱奇异元  

THE WEAKLY SINGULAR ELEMENTS IN PARALLEL DECOMPOSABLE LATTICES

作　　者：漆芝南[1] 

机构地区：[1]南昌大学数学系,江西南昌330047

出　　处：《南昌大学学报（理科版）》2003年第2期103-105,共3页Journal of Nanchang University(Natural Science)

摘　　要：引入了弱奇异元的概念,得到了若干重要性质和相关结果:1 L的每个非零元是弱奇异元当且仅当L∈A;2 L∈FS,则L的一个非零元g是弱奇异元当且仅当g是有限个基元素的并。The concept of weakly singular elements is introduced in this paper.Some important results on weakly singular elements are obtained.For example:1.Every non-zero element in L are weakly singular elements if and only if L∈A.2.L∈FS,then a non-zero element g is weakly singular element if and only if g is the union of finite basic elements.

关 键 词：平行可分解格 素理想 弱奇异元 分配格 非零元 极大理想 正则理想 

分 类 号：O153.1[理学—数学]