Preprint in the OpenAI Math release
A Modulus Proof of Cannon’s Conjecture
OpenAI
Abstract
We prove that every hyperbolic group whose boundary is homeomorphic to the two-sphere admits a proper cocompact isometric action on hyperbolic three-space with finite kernel. This resolves Cannon's conjecture positively.
open until 1 Jan 2028
est. 50% chance this result is independently verified by the end of 2027.
Not verified 50%Verified 50%
What do you think this paper will get?
All positions stay anonymous.
Discussion (0)
Sign in to comment.