Multivariate Alexander quandles, IV. The medial quandle of a link Embargo

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Abstract
  • Joyce observed that the Alexander invariant and the medial quandle of a classical knot are equivalent to each other, as invariants. In this paper, we discuss the rather complicated extension of Joyce's observation to several different medial quandles and reduced (one-variable) Alexander modules associated with classical links. The theme is that for links, medial quandles provide stronger invariants than reduced Alexander modules.
TitleMultivariate Alexander quandles, IV. The medial quandle of a link
CreatorTraldi, Lorenzo
PublisherJournal of Knot Theory and Its Ramifications
Academic DepartmentMathematics
DivisionNatural Sciences
OrganizationLafayette College
Date IssuedOctober 2022
Date Available2023-01-24
TypeArticle
LanguageEnglish
Keywordmedial quandle
Alexander module
Bibliographic CitationTraldi, L. (2022 Oct) "Multivariate Alexander quandles, IV. The medial quandle of a link." Journal of Knot Theory and Its Ramifications 31 (12): 2250077.
Standard IdentifierDOI 10.1142/S0218216522500778
Handle 10385/0r967535m
Related Resourcehttps://ezproxy.lafayette.edu/login?url=https://www.worldscientific.com/doi/10.1142/S0218216522500778
Permalinkhttp://hdl.handle.net/10385/0r967535m
Rights Statement In Copyright In Copyright
Rights HoldersWorld Scientific Publishing Company
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File Traldi-JournalofKnotTheoryandItsRamifications-vol31-no12-2022.pdf Uploaded 2023-01-24 Embargo

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