Establishes degenerate second main theorems with explicit truncation levels independent of hypersurface count for holomorphic curves into subvarieties in N-subgeneral position, improving total defect bounds in multiple geometric settings with an application to Schmidt's theorem.
Cartan, Sur les z´ eroes des combinaisons lin´ earies de p fonctions h olomorphes donn´ ees, Mathe- matica 7 (1933), 5–31
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Degenerate Second Main Theorems for Holomorphic Curves in Different Geometric Settings
Establishes degenerate second main theorems with explicit truncation levels independent of hypersurface count for holomorphic curves into subvarieties in N-subgeneral position, improving total defect bounds in multiple geometric settings with an application to Schmidt's theorem.