A NEW FORMULA WITHOUT BOUNDARY INTEGRALS ON A STEIN MANIFOLD

摘要

A new Koppelman-Leray-Norguet formula of (p, q) differential forms for astrictly pseudoconvex polyhedron with not necessarily smooth boundary on a Stein man-ifold is obtained, and an integral representation for the solution of a-equation on thisdomain which does not involve integrals on boundary is given, so one can avoid complexestimates of boundary integrals.