Boundary Values and Boundary Uniqueness of $J$-Holomorphic Mapping

Abstract

We establish a Fatou-type Theorem for $J$-holomorphic mappings that are bounded in an appropriate sense and we prove the Blaschke condition for their zero sets. We also prove a Privalov-type uniqueness Theorem for pairs of $J$-holomorphic mappings.

References in corpus (1)

• Schwarz Reflection Principle, Boundary Regularity and Compactness for J-Complex Curves