2 problems

For a closed orientable $3$-manifold $M$, let $M \stackrel{p}\to (S^{3},L)$ denote a $p$-fold branched cover over a link $L$, and define its link volume by … For a hyperbolic manif…

Bounded-volume, arbitrarily large-link-volume conjecture. For every $V>0$ there exists a manifold $M$ so that