论文标题
结的补充，ado-invariants及其对圆环结的变形
Knot Complement, ADO-Invariants and their Deformations for Torus Knots
论文作者
论文摘要
最近，猜想了两变量系列结与Akutus-Deguchi-Ohtsuki（ADO） - 偶然性之间的关系。我们通过呈现明确的公式和/或算法来加强猜想，用于从结节的系列不变式获得的曲线结的某些广泛的曲线结。此外，还提供了ADO_3-多种曲线结的一个参数变形。
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.
