The dimension-free Gehrin
The dimension-free Gehring-Hayman inequality for quasigeodesics
The dimension-free Gehring-Hayman inequality for quasigeodesics
arXiv:2502.02930v1 Announce Type: new
Abstract: A well-known theorem of J. Heinonen and S. Rohde in 1993 states that if $Dsubset mathbb{R}^n$ is quasiconformally equivalently to an uniform domain, then the Gehring-Hayman inequality holds in $D$: quasihyperbolic geodesics in $D$ minimizes the Euclid…
