2 problems

Twisted torus knot fiberedness conjecture. A twisted torus knot is fibered if and only if its Alexander polynomial is monic.

Let $K_m=T(7,17,2,10m-4)$, and let $(V,W)$ be the unique minimal genus-two Heegaard splitting of its exterior $E(K_m)=S^3-N(K_m)$. Let $(V',W')$ be the boundary stabilization of…