Generalized big Picard theorem for pseudo-holomorphic maps
The author obtains the following generalized version of the Big Picard Theorem: Let \(A\) be a thin subset of an almost complex manifold \(X\) and let \(M\) be a compact Kobayashi hyperbolic almost complex manifold. Then every holomorphic map \(f:X-A\to M\) extends a holomorphic map on \(X\) into \(M\).
scientific article; zbMATH DE number 5077910
scientific article