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Ian Agol

机译:伊恩·阿戈尔(Ian Agol)

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摘要

We prove that cubulated hyperbolic groups are virtually special. The proof relies on results of Haglund and Wise which also imply that they are linear groups, and quasi-convex subgroups are separable. A consequence is that closed hyperbolic 3-manifolds have finite-sheeted Haken covers, which resolves the virtual Haken question of Waldhausen and Thurston's virtual fibering question. An appendix to this paper by Agol, Groves, and Manning proves a generalization of the main result of cite{AGM08}.
机译:我们证明拥挤的双曲族实际上是特殊的。证明依赖于Haglund和Wise的结果,这些结果也暗示它们是线性基团,并且拟凸子群是可分离的。结果是,封闭的双曲3型流形具有有限张的Haken覆盖,这解决了Waldhausen的虚拟Haken问题和Thurston的虚拟纤维问题。 Agol,Groves和Manning的本文附录证明了 cite {AGM08}主要结果的一般化。

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