2 problems

For $R>0$, consider hyperbolic knot complements in $\mathbb{S}^3$ with hidden symmetries and volume less than $R$. Finiteness conjecture. For any $R>0$, at most finitely many hyper…

Finiteness conjecture. For any $R>0$, at most finitely many hyperbolic knot complements have hidden symmetries and volume less than $R$.