Hyperbolic 5-manifolds that fiber over $S^1$

Published 31 May 2021 in math.GT and math.DG | (2105.14795v4)

Abstract: We exhibit some finite-volume cusped hyperbolic 5-manifolds that fiber over the circle. These include the smallest hyperbolic 5-manifold known, discovered by Ratcliffe and Tschantz. As a consequence, we build a finite type subgroup of a hyperbolic group that is not hyperbolic.

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