On removable sets for quasiconformal mappings
On removable sets for quasiconformal mappings
we call E removable for QCH if every f in QCH(E) is quasiconformal in R n. In R 2, the following theorems ([C], [G], [K]) are known: T h e o r e m A. (Carleson, Gehring) If S C R 1 is compact, then S• [0, 1] is removable …