Abstract
We define enhancements of the quandle counting invariant for knots and links with a finite labeling quandle $Q$ embedded in the quandle of units of a Lie algebra $\mathfrak{a}$ using Lie ideals. We provide examples demonstrating that the enhancement is stronger than the associated unenhanced counting invariant and image enhancement invariant.
Citation
Gillian Roxanne Grindstaff. Sam Nelson. "Lie ideal enhancements of counting invariants." Osaka J. Math. 53 (4) 1015 - 1027, October 2016.
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