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The signature of cusped hyperbolic 4-manifolds

Published 22 Jun 2020 in math.GT | (2006.12095v4)

Abstract: In this note we show that every integer is the signature of a non-compact, oriented, hyperbolic 4-manifold of finite volume, and give some partial results on the geography of such manifolds. The main ingredients are a theorem of Long and Reid, and the explicit construction of a hyperbolic 24-cell manifold with some special topological properties.

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