1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.GT2020★ 1 cited
Verification Of The Jones Unknot Conjecture Up To 24 Crossings
Robert E. Tuzun, Adam S. Sikora
Extending upon our previous work, we verify the Jones Unknot Conjecture for all knots up to crossings. We describe the method of our approach and analyze the growth of the com…
math.GT2018
Verification Of The Jones Unknot Conjecture Up To 23 Crossings
Robert E. Tuzun, Adam S. Sikora
The Jones unknot conjecture states that the Jones polynomial distinguishes the unknot from nontrivial knots. We prove it for knots up to 23 crossings.
math.GT2016
Verification Of The Jones Unknot Conjecture Up To 22 Crossings
Robert E. Tuzun, Adam S. Sikora
We proved by computer enumeration that the Jones polynomial distinguishes the unknot for knots up to 22 crossings. Following an approach of Yamada, we generated knot diagrams by in…