Subelliptic estimates and regularity of {partial deriv}{top}- at the boundary of a Q-pseudoconvex domain of finite type

摘要

We prove subelliptic estimates in degree k ≥ q for the {partial deriv}{top}--Neumann problem over a domain Ω {is contained in} {is contained in} C~n which is weakly q-pseudoconvex and satisfies in addition a finite bracket type condition.