C^n中(p,q)型微分形式的-闭开拓

-Closed Extension of (p,q) Differential Forms in C^n

文中研究对给定在C^n中一域的边界上的C^(2)类(p,q)型微分形式越过边界的?闭开拓问题,得到了可以?闭开拓的二个充分必要条件和 Hartogs 与Bochner 型定理。

In this paper the (?)-closed extension of (p,q) differential forms across the boundary of a domain in Cn is discassed , two necessary and sufficient conditions and a Hartogs as well as a Bochner type theorem is obtained.