arXiv · 2311.13992
Pro-$p$ Poincaré-Duality groups of infinite rank
Abstract
We introduce the class of \textit{Generalized Poincaré-Duality groups}: i.e, pro-$p$ groups of infinite rank which satisfy a Poincaré-duality. We prove some basic properties of Generalized Poincaré-Duality groups, and show that under some conditions, a group that fits into an exact sequence of GPD groups must be a Demushkin group.
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Tamar Bar-On. 2024-11-13. Pro-$p$ Poincaré-Duality groups of infinite rank. https://arxiv.org/abs/2311.13992
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