Abstract
In this paper we shall establish some generalization of Nevanlinna's Lemma on Logarithmic Derivative to the case of meromorphic maps from a finite analytic covering space over the $m$-dimensional complex affine space ${\mathbb C}^{m}$ to a smooth complex projective variety. Then we shall apply this to "the Second Main Theorem" in Nevanlinna theory in several complex variables.
Citation
Katsutoshi Yamanoi. "Algebro-geometric version of Nevanlinna's lemma on logarithmic derivative and applications." Nagoya Math. J. 173 23 - 63, 2004.
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