1) Lie subring
李子群
1.
In this paper, the conclusion is that the intersection of lie subring of a Lie group is a Lie subring is obtained, moreover,it gives the Lie algebra of the Lie subring.
文章通过李子群的性质得出了李群的两个李子群的交依然是李子群的结论,进而得出这一李子群的李代数形式。
2) Liziyuan group
李子园群
1.
Analysis of the disintegration and tectonic setting of the "Liziyuan Group" in the Tianshui area, western Qinling;
西秦岭天水地区“李子园群”的解体及其构造环境浅析
2.
The Liziyuan Group exposed on the northern side of the western sector of the Qinling Mountains near Tianshui City was estimated by Zhang Weiji et al.
位于秦岭西段北侧天水市附近的李子园群系张维吉等建立，由遭受不同程度变质作用改造的新元古代至早古生代火山沉积岩系构成。
3) closed Lie subgroup
闭子李群
4) invariant lie subgroup
不变李子群
5) connected Lie subgroup
连通李子群
6) Lie group
李群
1.
An analytical approach to one-dimensional finite strain non-linear consolidation by Lie group transformation;
李群变换求解一维非线性有限变形固结问题(英文)
2.
Application of Lie group method in unicycle attitute and motion control;
李群平均方法在单轮姿态和运动控制中的应用
3.
Maximal Torus Subgroup of Connected Compact Lie groups;
紧致连通李群的极大环面子群
补充资料：李子毅
李子毅
李子毅 清代医家。字庆申，湖北蕲水县人。对痰症有专门研究，分其为二类，轻者为痰子，重者曰瘰疬，遂著《痰瘰法门》，并附有医案。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条