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General form of second main theorem on generalized $p$-Parabolic manifolds for arbitrary closed subschemes by Quang, Si Duc is a scholarly article available to read on EtoBox.

What is General form of second main theorem on generalized $p$-Parabolic manifolds for arbitrary closed subschemes about?

By introducing the notion of distributive constant for a family of closed subschemes, we establish a general form of the second main theorem for algebraic nondegenerate meromorphic mappings from a generalized $p$-Parabolic manifold into a projective variety with arbitrary families of closed subschemes. As its consequence, we give a second main theorem for such meromorphic mappings intersecting arbitrary hypersurfaces with an explicitly truncation level for the counting functions.

Author

Quang, Si Duc

Published

2022

Language

EN