Quandle Coloring Quivers of (p, 2)-Torus Links
Jagdeep Basi, Carmen Caprau
TL;DR
This paper investigates the structure of quandle coloring quivers for (p, 2)-torus knots and links using dihedral quandles, providing insights into their algebraic and combinatorial properties.
Contribution
It introduces the study of quandle coloring quivers specifically for (p, 2)-torus links with dihedral quandles, expanding understanding of their structure.
Findings
Characterization of quandle coloring quivers for (p, 2)-torus links
Identification of patterns in quiver structures for dihedral quandles
New insights into the algebraic properties of these links
Abstract
A quandle coloring quiver is a quiver structure, introduced by Karina Cho and Sam Nelson, which is defined on the set of quandle colorings of an oriented knot or link by a finite quandle. We study quandle coloring quivers of (p, 2)-torus knots and links with respect to dihedral quandles.
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