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数学物理学报(A辑) 2004
On the Nevanlinna Points of Quasimeromorphic Mappings in the Unit Circle
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Abstract:
This present paper defines Nevanlinna point and Borel point of quasimeromorphic mapping in unit circle and proves the existence of Nevanlinna point and Borel point for quasimeromorphic mapping with condition ~lim_{r→1}{T(r)/{log1/(1-r)}}=∞.
