2010Journal of Nanyang Normal UniversityRequires access

The singularity of meromorphic functions of finite positive order in the unit circle

Zhang Hong-shen

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Abstract

By using Ahlfors' covering surface theory,the existence theorem of maximum type Borel point of meromorphic functions of finite positive order in the unit circle dealing with small functions which extend the result of G.Valiron,and make the result of M.Tsuji into the corollary of the result of this paper and the equivalent theorem of the existence are obtained.

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What this paper is about

By using Ahlfors' covering surface theory,the existence theorem of maximum type Borel point of meromorphic functions of finite positive order in the unit circle dealing with small functions which extend the result of G.Valiron,and make the result of M.Tsuji into the corollary of the result of this paper and the equivalent theorem of the existence are obtained.

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Available abstract

By using Ahlfors' covering surface theory,the existence theorem of maximum type Borel point of meromorphic functions of finite positive order in the unit circle dealing with small functions which extend the result of G.Valiron,and make the result of M.Tsuji into the corollary of the result of this paper and the equivalent theorem of the existence are obtained.

Key concepts: Meromorphic function, Corollary, Mathematics, Unit circle, Order (exchange), Singularity, Pure mathematics, Unit (ring theory)

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