论文标题
通用$ p $ - 副代谢歧管的第二个主要定理的一般形式用于任意关闭的亚化案
General form of second main theorem on generalized $p$-Parabolic manifolds for arbitrary closed subschemes
论文作者
论文摘要
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.结果，我们给出了此类Meromormormormorphic映射的第二个主要定理，将任意超曲面与计数函数的明确截断水平相交。
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.
