2 problems

Let $K_r=C_{(r,2)}(\bm{4_1})\subseteq S^3$ be the family of cable knots from the preceding conjecture, with $r>8$ odd and monic Alexander polynomial. Let $\{f_m(q)\}$ be the coeffi…

Let $\bm{4_1}$ denote the figure-eight knot, and consider the cable knots … where $r>8$ is odd and the Alexander polynomial is monic. Write the invariant as … Let $\{f_m(q)\}$ be p…