Abstract
In 2019, Cho and Nelson introduced an enhancement of the quandle counting invariant, which is quandle coloring quivers. In 2021, Basi and Caprau used it to study [Formula: see text]-torus links. Recently, Zhou and Liu used it to study [Formula: see text]-torus links. In this paper, we study the quandle coloring space of [Formula: see text]- and [Formula: see text]-torus links by dihedral quandles and make a conjecture about the quandle coloring quiver of [Formula: see text]-torus links, where [Formula: see text] is an odd prime number.
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