1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.GT2021★ 1 cited
Unified invariant of knots from homological braid action on Verma modules
Jules Martel, Sonny Willetts
We re-build the quantum sl2 unified invariant of knots from braid groups' action on tensors of Verma modules. It is a two variables series having the particularity of…
math.GT2021
Vassiliev invariants for knots from the ADO polynomials
Sonny Willetts
In this paper we prove that the -th ADO polynomial of a knot, for a power of prime number, can be expanded as Vassiliev invariants with values in . Nevertheless…
math.QA2020
A unification of the ADO and colored Jones polynomials of a knot
Sonny Willetts
In this paper we prove that the family of colored Jones polynomials of a knot in determines the family of ADO polynomials of this knot. More precisely, we construct a two var…