Eric J. Rawdon, Robert G. Scharein
Published 2023-11-01Version 1
The HOMFLY-PT polynomial is a link invariant which is effective in determining chiral knot and link types with small crossing numbers. In this chapter, we concentrate on knots. We provide a guide for computing the knot types of configurations from 3D coordinates via the HOMFLY-PT polynomial using publicly-available Linux freeware. We include data on the efficacy of HOMFLY-PT for knot types through crossing number 16.
Quantum (sl_n, \land V_n) link invariant and matrix factorizations
Pairs of knot invariants
All Link Invariants for Two Dimensional Solutions of Yang-Baxter Equation and Dressings
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