Nevanlinna Theory On Geodesic Balls Of Complete K\"ahler Manifolds
Nevanlinna Theory On Geodesic Balls Of Complete K\"ahler Manifolds
We study Nevanlinna theory of meromorphic mappings from a geodesic ball of a general complete K\"ahler manifold with non-negative Ricci curvature into a complex projective manifold. When dimension of a target manifold is not greater than dimension of a source manifold, we establish a second main theorem which is a …