Large groups, Property (tau) and the homology growth of subgroups
We investigate the homology of finite index subgroups G_i of a given finitely presented group G. Specifically, we examine d_p(G_i), which is the dimension of the first homology of G_i, with mod p coefficients. We say that a collection of finite index subgroups {G_i} has linear growth of mod p homolo...
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| Format: | Journal article |
| Language: | English |
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2005
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