John Chae
Published 2020-07-27Version 1
A relation between the two-variable series knot invariant and the Akutus-Deguchi-Ohtsuki(ADO)-invariant was conjectured recently. We reinforce the conjecture by presenting explicit formulas and/or an algorithm for certain ADO-invariants of torus knots obtained from the series invariant of complement of a knot. Furthermore, one parameter deformation of ADO_3-polynomial of torus knots is provided.
Polynomial Invariants of Torus Knots and (p,q)-Calculus
On the AJ conjecture for cables of the figure eight knot
On stable sl3-homology of torus knots
![QR code for arXiv:2007.13277 [math.GT]](http://oss.arxitics.com/images/favicon.svg)