Abstract
We propose a new approach to the value distribution theory of entire holomorphic curves. We define \emph{packing density} of Brody curves, and show that it has various non-trivial properties. The packing density of Brody curves can be considered as an infinite dimensional version of characteristic number, and it has an application to Gromov's mean dimension theory.
Citation
Masaki Tsukamoto. "A packing problem for holomorphic curves." Nagoya Math. J. 194 33 - 68, 2009.
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