满足性质A的二维symptom复形
Two-Dimensional Systolic Complexes Satisfy Property A
摘要：
我们证明了二维收缩复合体与具有平坦间隔的二次复合体是拟等距的。我们利用这一事实以及Brodzki、Campbell、Guentner、Niblo和Wright的权函数证明了二维收缩波群满足性质A。
英文摘要：
We show that 2-dimensional systolic complexes are quasi-isometric to quadric complexes with flat intervals. We use this fact along with the weight function of Brodzki, Campbell, Guentner, Niblo and Wright to prove that 2-dimensional systolic complexes satisfy Property A.
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