The following pages link to Polynomials for Links (Q4735782):
Displaying 12 items.
- Infinitely many knots with the trivial (2,1)-cable Γ-polynomial (Q4606542) (← links)
- The first coefficient of Homflypt and Kauffman polynomials: Vertigan proof of polynomial complexity using dynamic programming (Q4635086) (← links)
- The (2,1)-cable Γ-polynomials of knots up to ten crossings (Q4637622) (← links)
- S-EQUIVALENCE OF KNOTS (Q4659813) (← links)
- On the computational complexity of the Jones and Tutte polynomials (Q4712248) (← links)
- Remarks relating to the ascending number and geometrical invariants of a knot (Q5094188) (← links)
- An estimation for the ascending numbers of knots by Γ-polynomials (Q5220461) (← links)
- Knots, matroids and the Ising model (Q5288366) (← links)
- Mutation invariance of the arc index for some montesinos knots (Q5364964) (← links)
- On McMullen's and other inequalities for the Thurston norm of link complements (Q5934075) (← links)
- Jones polynomial, Tait conjectures and amphicheirals (Q6168570) (← links)
- \(2n\)-moves and the \(\Gamma \)-polynomial for knots (Q6633417) (← links)
