arXiv:2105.02760 [math.GR]AbstractReferencesReviewsResources Sharply transitive sets in $\mathrm{PGL}_2(K)$ Sean Eberhard Published 2021-05-06Version 1 Here is a simplified proof that every sharply transitive subset of $\mathrm{PGL}_2(K)$ is a coset of a subgroup. Comments: 3 pages Categories: math.GR, math.CO Subjects: 20B99 Keywords: sharply transitive sets, simplified proof, sharply transitive subset Related articles: arXiv:1005.1598 [math.GR] (Published 2010-05-10) On the non--existence of sharply transitive sets of permutations in certain finite permutation groups Peter Mueller, Gabor P. Nagy Links Abstract on arXiv.org View preprint PDF Download TeX source Export citation in BibTeX Save eprint metadata as JSON Toolbox Post your review for this article Attach supplementary resources Edit our extended metadata Share this article on social media FacebookGoogle+LinkedInRedditTwitterVK Scan the QR code for this page
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