4 problems

The minimal-volume conjecture for orientable hyperbolic 3-manifolds with 3 cusps
Let $M$ be an orientable hyperbolic 3-manifold with three cusps, and let $C_3$ denote the 3-chain link complement. Minimal-volume conjecture. The minimal volume of a 3-cusped orien…
open3-manifolds hyperbolic-3-manifolds hyperbolic-volume
0 responses
08
Volume monotonicity under crossing changes for alternating hyperbolic links
Volume monotonicity conjecture.
openhyperbolic-geometry hyperbolic-volume knot-theory
0 responses
04
Non-orientable minimal limit volume conjecture
Non-orientable minimal limit volume conjecture. The minimal limit volume of non-orientable hyperbolic $3$ -manifolds is $V_8$ .
openhyperbolic-3-manifolds hyperbolic-volume non-orientable-manifolds
0 responses
04
Asymptotic volume conjecture for cusped orientable hyperbolic 3-manifolds
Asymptotic volume conjecture.
opencusped-manifolds hyperbolic-3-manifolds hyperbolic-volume
0 responses
03