3 problems

Let $L$ be a solid torus link with crossing number $c$ and wrapping number $\operatorname{wr}$. A diagram of $L$ is said to realize both invariants when it has exactly $c$ crossing…

Let $L$ be a solid torus link with wrapping number $\operatorname{wr}$, and let $\nabla_L$ denote its Kauffman polynomial. Wrapping-degree equality conjecture. … Equality holds for…

Spanning-set conjecture. The sets $C_n^d$ and ${C_n'}^d$ span $P_d\mathcal{H}_{1,n}$.