Global regularity for the -Neumann operator and bounded plurisubharmonic exhaustion functions

For a smooth, bounded, pseudoconvex domain Ω⊂Cn, we derive a new sufficient condition for global regularity of the -Neumann operator that generalizes McNealʼs Property , the approximately holomorphic vector fields of Boas and Straube, and a condition involving bounded plurisubharmonic exhaustion functions due to Kohn.