Lie Ideal Enhancements of Counting Invariants
arXiv:1404.5642
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.
9 pages. Version 2 includes changes suggested by referee