Dirichlet Series Growth And Quasimeromorphic Mapping Borel Direction

Posted on:2003-07-04

Degree:Master

Type:Thesis

Country:China

Candidate:Y Yang

Full Text:PDF

GTID:2190360062496297

Subject:Basic mathematics

Abstract/Summary:

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In this paper, The growth and the normal growth of Taylor Series and the Dirichlet Series are studied.The relation between the order of the growth and the coefficient is ob-tained.Purthermore,the Bore] direction of the quasimeromorphic mappings of zero order are obtained by applying the fundamental inequality of angular domain.

Keywords/Search Tags:

Taylor Series, Order, Random variable, Dirichlet Series, Quasimeromorphic Mapping, Covering surface, Borel direction

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