## Value Distribution Theory: Proceedings of the Nordic Summer School in Mathematics Held at Joensuu, Finland, June 1-12, 1981 |

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### Contents

An introduction to Nevanlinna theory | 1 |

Introduction to the Carlson Griffiths | 44 |

Some examples in value distribution theory | 90 |

Copyright | |

1 other sections not shown

### Common terms and phrases

Ahlfors algebraic varieties algebraically non-degenerate analytic set Biancofiore bounded compact complex manifold complex vector space Corollary counting function ddclog deduce defect relation defined denote divisor domain exists fibers finite follows functions g given Griffiths harmonic Hence hermitian metric holomorphic curves holomorphic form holomorphic frame holomorphic function holomorphic line bundle holomorphic map holomorphic section hyperplane section hypersurface implies integral IP(a Jensen's Formula Lemma Let f lim inf lim sup linear linear subspace linearly dependent linearly non-degenerate logY(r manifold of dimension map f Math measure meromorphic function meromorphic map morphic Nevanlinna non-negative o(logr obtain parabolic exhaustion parabolic manifold Picard's theorem plane qr map reduced representation representation of f Ric r,s Second Main Theorem Shiffman space of dimension Stoll subset supp Suppose surjective Take Tf r,s Theorem 3.1 value distribution theory zero