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首页> 外文期刊>Annales de l'Institut Fourier >ENTIRE HOLOMORPHIC CURVES INTO PROJECTIVE SPACES INTERSECTING A GENERIC HYPERSURFACE OF HIGH DEGREE
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ENTIRE HOLOMORPHIC CURVES INTO PROJECTIVE SPACES INTERSECTING A GENERIC HYPERSURFACE OF HIGH DEGREE

机译:ENTIRE HOLOMORPHIC CURVES INTO PROJECTIVE SPACES INTERSECTING A GENERIC HYPERSURFACE OF HIGH DEGREE

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摘要

In this note, we establish the following Second Main Theorem type estimate for every algebraically nondegenerate entire curve f : C -> P-n (C), in presence of a generic divisor D subset of P-n (C) of sufficiently high degree d >= 15(5n+1) n(n): for every r outside a subset of R of finite Lebesgue measure and every real positive constant delta, we have

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