论文标题
稳定统一财产伽玛
Stabilising uniform property Gamma
论文作者
论文摘要
我们引入了稳定的属性伽玛，这是属性伽马的C* - 代数变体，在稳定的同构下是不变的。然后，我们证明具有稳定财产伽玛和$ \ mathrm {cu}（a）\ cong \ mathrm {cu}（a \ otimes \ mathcal {z}）$ jiang-su algebra algebra $ \ mathcal {z z} $ tensoriality。
We introduce stabilised property Gamma, a C*-algebraic variant of property Gamma which is invariant under stable isomorphism. We then show that simple separable nuclear C*-algebras with stabilised property Gamma and $\mathrm{Cu}(A) \cong \mathrm{Cu}(A \otimes \mathcal{Z})$ absorb the Jiang-Su algebra $\mathcal{Z}$ tensorially.
