Suppose M is a submanifold of C with real codimension at least one. A geometric description is given ofthe local hull of holomorphy of an open subset of M which contains a point of higher type in which all Hormandernumbers are the same. This result is proved as a consequence of examining the relationship between the hypoanalytic wave front sets of CR functions on M and CR extension to a manifold of one higher dimension than M.
ASJC Scopus subject areas
- Applied Mathematics