On growth of homology torsion in amenable groups
Suppose an amenable group $G$ is acting freely on a simply connected simplicial complex $\tilde X$ with compact quotient $X$. Fix $n \geq 1$, assume $H_n(\tilde X, \mathbb{Z})=0$ and let $(H_i)$ be a Farber chain in $G$. We prove that the torsion of the integral homology in dimension $n$ of $\tilde{...
| Main Authors: | , , |
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| Format: | Journal article |
| Published: |
Cambridge University Press
2016
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