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THE SECOND MAIN THEOREM FOR HYPERSURFACES

机译:超曲面的第二个主要定理

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摘要

The purpose of this article is twofold. The first is to show the Second Main Theorem for degenerate holomorphic curves into P~n(C) with hypersurface targets located in n-subgeneral position. The second is to show the Second Main Theorem with truncated counting functions for nondegenerate holomorphic curves into P~n(C) with hypersurface targets in general position. Finally, by applying the above result, a unicity theorem for algebraically nondegenerate curves into P~2(C) with hypersurface targets in general position is also given.
机译:本文的目的是双重的。第一个是显示第二个主定理,该第二定理将超同构曲线退化为P〜n(C),超曲面目标位于n-次要位置。第二个是显示具有截断计数函数的第二主定理,该函数用于将非退化全纯曲线变为P_n(C),且超曲面目标位于一般位置。最后,通过应用以上结果,给出了一般曲面上具有超曲面目标的代数非简并曲线成P〜2(C)的唯一性定理。

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