The RFRS hyperbolic virtual fibring conjecture

A finite-volume hyperbolic manifold is a quotient of real hyperbolic space by a group of isometries acting freely and properly discontinuously. RFRS hyperbolic virtual fibring conjecture. Every finite-volume hyperbolic manifold of odd dimension whose fundamental group is RFRS is virtually fibred.

This is presented as a more believable special case of the broader odd-dimensional hyperbolic virtual fibring conjecture, because the RFRS condition is compatible with the known virtual-fibering methods. The source gives no resolution status.