Boundary behavior of meromorphic maps
This paper generalizes results of E. Stein and L. Lempert concerning the boundary values of a meromorphic mapping \(F:G\to {\mathbb{P}}(V)\), where G is a smoothly bounded domain in a complex manifold. It is shown that if F is a linearly nondegenerate mapping with bounded characteristic, the F has admissible boundary limits at almost every point of \(\partial G\).
boundary values of a meromorphic mapping
scientific article; zbMATH DE number 3844116