## Value distribution theory for meromorphic maps |

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### Contents

Introduction | 1 |

B Value Distribution Theory for Moving Targets | 56 |

Hermitian Geometry | 92 |

Copyright | |

12 other sections not shown

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### Common terms and phrases

Abbreviate analytic subset analytically independent associated maps Assume that f compensation function complex manifold constant ddc log defect relation defined exists exterior product f log fflm+1 fibers form of bidegree free of order Frenet frames function f gc(J Gp(V Hence hermitian metric hermitian vector space holomorphic form holomorphic function holomorphic map holomorphic section hyperplane section hyperplane section bundle implies integral Jensen Formula Let f line bundle linear subspace linearly non-degenerate log Y(r log(l manifold of dimension map f maps g Math meromorphic functions meromorphic map Min(p+1,q+l Nevanlinna theory non-negative obtain parabolic manifold position pq pq PROOF proved reduced representation representation of f Second Main Theorem set of meromorphic space of dimension supp Tf r,s valence function value distribution theory zero divisor