摘要
作为 Rn上的离散收敛群中的初等群的推广 ,本文定义了 Rn上一般收敛群中的初等群和拟初等群 ,并得到了初等收敛群、拟初等收敛群和非拟初等收敛群各自的一些性质和特征 .
As a generalization of the discrete and elementary convergence groups, in this paper, two kinds of general elementary convergence groups (elementary convergence groups and quasi elementary convergence groups) are defined and discussed. Several properties about these two kinds of groups are obtained .
出处
《数学杂志》
CSCD
2000年第4期397-402,共6页
Journal of Mathematics
基金
国家自然科学基金!( No.1 980 1 0 1 1 )
湖南省自然科学基金!(No.98JJY2 0 72 )资助课题
关键词
初等收敛群
拟初等收敛群
斜驶元素
抛物元素
椭圆元素
灭比乌斯群
elementary convergence groups
quasi elementary convergence groups
loxodromic element
paarabolic element
elliptic element
