simple connectedness meaning in Chinese

单连通性

The relationship of simple connectedness and 1 hochschild cohomology group is very clear for representation - finite algebras
单连通性和一次hochschild上同调群之间的联系，在有限表示型的情形已经很清楚了。
The notion of fundamental group also came from topology . there are close relations with simple connectedness in representation theory of algebras for fundamental group , as was in algebraic topology
基本群的概念同样来自拓扑学，同它在代数拓扑中一样，它在表示论中与单连通性也有密切的联系。
It gives some fundamental notations which will be used in this paper and some relevant background in chapter 1 . in chapter 2 , we got some conclusions for simple connectedness of minimal representation - infinite algebra
在本文的第一章给出了全文所涉及到的基本概念，并对文章的背景作了相应的介绍。
The notion of simple connectedness came from topology , and the corresponding ones also appear in some subjects such as analysis . it was given new meaning when introduced in the representation theory . there are close relations between the simple connectedness of finite - dimensional algebras and the covering theory
单连通的概念来源于拓扑学，此外在分析等学科中也有相应的概念，引入表示论中后又被赋予新的意义。