论文标题
这些代数
Weakly Nuclear Maps on Real $C^*$-algebras and Quasidiagonality of These Algebras
论文作者
论文摘要
在本文中，我们表明，只有当它的络合率弱核时，完全正线性图是微弱的核图。结果表明，实际$ c^*$ - 代数是确切的，并且仅当其I综合性确切并且为准静脉提供了类似情况时。
In this paper, we show that a completely positive linear map is weakly nuclear if and only if its complexification is weakly nuclear. It is shown that a real $C^*$-algebra is exact if and only if its complexification is exact and similar case is provided for the quasidiaginality.
