1) pointed YD Lie algebras
点YD-李代数
1.
The semisimplicity of pointed YD Lie algebras was characterized by means of Killing forms.
利用Killing型来判断点YD-李代数的半单性,得出了如下结论:如果有限维点YD-李代数L的Killing型是非退化的,那么L是半单的,并且L是它本身的所有极小YD-理想的直和;这些极小YD-理想所对应的Killing型两两正交。
2) vertex Lie algebra
顶点李代数
1.
In this article,we give some more results on local vertex Poisson differential algebras and explain explicitly that vertex Lie algebra is a especial case of local vertex Lie algebra.
根据局部顶点李代数的同态,可惟一地诱导出由它们分别构造所得的顶点代数之间同态的理论。
3) local vertex Lie algebra
局部顶点李代数
1.
In this article,we give out that the homomorphism between vertex algebras can uniquely induce the homomorphism between local vertex Lie algebras which are constructed from the vertex algebra.
进一步讨论局部顶点李代数同态与顶点代数同态之间的关系。
2.
The important relationship between local vertex Lie algebra and vertex algebra is stated so that we could construct a vertex algebra from local vertex Lie algebra.
局部顶点李代数是一个新的代数结构,它和顶点代数有密切关系。
3.
In this article,we give some more results on local vertex Poisson differential algebras and explain explicitly that vertex Lie algebra is a especial case of local vertex Lie algebra.
根据局部顶点李代数的同态,可惟一地诱导出由它们分别构造所得的顶点代数之间同态的理论。
4) Lie groups and Lie algebras
李群李代数
1.
The fundamental theory of Lie groups and Lie algebras on robotics is expatiated in brief.
对李群李代数方法在机器人中的应用做了基本的阐述,澄清了一些基本概念。
5) algebraic Lie algebras
代数李代数
6) Lie algebra
李代数
1.
Three dimensional Lie algebras and their left symmetric algebras;
三维李代数及其左对称代数
2.
Lie algebras associated with devivation-Simple associative algebras;
导子单结合代数及其相联的李代数
3.
The Lie algebraic analysis for dipole magnet field;
均匀二极磁场的李代数分析
补充资料：代数对数奇点
代数对数奇点
algebraic logarithmic singular point
代数对数奇点[ai妙砂面cl雌ari也而csing川ar户元m别1几”pa.，伙一几。n甲.如.，ec脚oc浦翻m叨l 解析函数f(力的一种孤立奇点:。，在该点的邻域内f(z)可表示为形如 (:一:。)‘{]n(:一:、)))k夕(:)的有限项之和，其中、是复数，k是非负整数，函数g(引在点孔正则解析且洲孔)笋0.
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