论文标题
$*$ - 代数之间的准等级嵌入
Quasi-isometric embedding between $*$-algebras
论文作者
论文摘要
引入了$*$ - 代数之间的准静电嵌入地图的概念。我们已经获得了与此概念相关的一些基本结果，并且类似于公制空间上的准静电嵌入地图，在某些条件下，我们在$*$ - 同构中给出了必要且充分的条件，以作为$*$ - 代数之间的准等级嵌入。
The concept of quasi-isometric embedding maps between $*$-algebras is introduced. We have obtained some basic results related to this notion and similar to quasi-isometric embedding maps on metric spaces, under some conditions, we give a necessary and sufficient condition on a $*$-homomorphism to be a quasi-isometric embedding between $*$-algebras.
