李超

具有非退化Killing型的余分裂李超代数

Co-split Lie super algebra with non-degenerate Killing forms

本文把相干态的概念推广到李超代数的情形。

The concept of coherent states is extended o Lie superalgebras .

最后，讨论了与二面体群相伴的李超代数的结构。

Finally , structure of Lie superalgebra associated with dihedral group is discussed .

讨论了阶化向量空间和李超代数的基本性质。

The general properties of graded vector space and Lie superalgebras are discussed .

此外还讨论了3维以内李超代数的分类；

More over , we discuss the classification of low dimensional Lie super algebra .

李超（另案处理）在巩义市新兴现代城三楼开了一个电玩城。

Li Chao ( handled separately ) in the third floor of New Town , Gongyi City opened a new gaming city .

最后一部分中，我们讨论左对称代数和李代数上的左对称结构在着色李超代数中进一步的推广。

In the last part , we further generalize left symmetric algebra and left symmetric structure on Lie algebras into Lie color algebras .

小朋友都叫李超为「超人哥哥」。他是最受小朋友欢迎的志愿者，男孩子都嚷着∶「超人飞一个！」

Ethan Li ( XM ) was called " Bro Superman " by the kids and was one of the most popular volunteers .

本文将给出可解李三超系与幂零李三超系的一些基本概念和重要性质，讨论了李三超系与李超代数的关系。

In this thesis , I give some basic conceptions and important properties of Lie triple supersystems and discuss the relationships between Lie triple supersystems and Lie superalgebras .

对完备李代数进行系统研究之后，它的一些结果推广到与李代数密切相关的李超代数上，形成了完备李超代数。

After a systematic study for complete Lie algebras having been made , some results are spreaded to Lie superalgebras which closely depends on Lie algebras and form complete Lie superalgebra .

由于在一些问题上存在着共识，且私交甚深，五四前后曾共同参加李超女士追悼大会，并共同列名好政府主义。

With deep friendship and common views about certain issues , they were present at the funeral ceremony in memory of Madam Li chao , and were all advocates of Doctrine of Good Government .

假如杰洛米？科维尔和花旗的事，但不知道这个法国的家伙，整天呆在营业部里交易股票的李超（音译）表示。

I have heard about what is going on at Merrill and Citigroup but I do not know about this French guy , said Li Chao , who spends his days trading shares at a Shanghai brokerage .

通过对着色李超代数的两种仿射表示的研究，给出了着色李超代数上存在左着色对称结构的几个充分或充要条件。

By the study of two kinds of affine representations of Lie color algebras , we give some necessary and ( or ) sufficient conditions to the question whether there is any left color symmetric structure on a given Lie color algebra .