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On the minimal number of translated points in contact lens spaces
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Paper
On the minimal number of translated points in contact lens spaces
2021
Overview
In this article, we prove that every contactomorphism of any standard contact lens space of dimension \\(2n-1\\) that is contact-isotopic to identity has at least \\(2n\\) translated points. This sharp lower bound refines a result of Granja-Karshon-Pabiniak-Sandon and answers a conjecture of Sandon positively.
Publisher
Cornell University Library, arXiv.org
Subject
