Subelliptic estimates for the 8-Neumann problem on pseudoconvex domains

摘要: Let 2 be a smoothly bounded domain in C' with varying Hermitian metric and let f a-closed (p, q)-form on U2. The d-Neumann problem is non-elliptic boundary value problemthat arises when one tries to find q 1)-form u that solves the equation du = orthogonal null space of d 1)-forms. As pointed out by Kohn [11], above can reduced rU= (a?#+ d)U=f