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Uniqueness Results for Holomorphic Mappings on the Disc
Min Ru
,
Richard Walden
Abstract
This paper derives several unicity results for a class of holomorphic mappings from the disc into compact Riemann surfaces as well as into the complex projective space $\mathbb P^n(\mathbb C)$. This is done by using the Nevanlinna theory for holomorphic maps where the source is a disc developed by Ru-Sibony (to appear).