Removable singularities of plurisubharmonic functions of class $ \operatorname{Lip}_\alpha$

The structure of singular sets of subharmonic functions satisfying a Lipschitz condition is analyzed. The following theorem is the main result of the paper. Theorem. Let be a closed subset of a domain such that , . Then every function in the class that is subharmonic in extends subharmonically to .

Ҳали таржима қилинмаган