论文标题
埃塔尔类固醇的弱遏制问题，在无穷大处是强烈适应的
The weak containment problem for étale groupoids which are strongly amenable at infinity
论文作者
论文摘要
我们表明，每当它的完整且减少的$ C^*$ - 代数重合时，在Infinity上强烈适应的典型群。
We show that an étale groupoid which is strongly amenable at infinity is amenable whenever its full and reduced $C^*$-algebras coincide.
