The (theta)over-bar-Neumann operator on Lipschitz pseudoconvex domains with plurisubharmonic defining functions

摘要

On a bounded pseudoconvex domain Omega in C-n with a plurisubharmonic Lipschitz defining function, we prove that the <(artial derivative>)over bar>-Neumanrt operator is bounded on Sobolev (1/2) -spaces. [References: 31]