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On hayman's alternative for families of meromorphic functions

 

作者: Wilhelm Schwick,  

 

期刊: Complex Variables, Theory and Application: An International Journal  （Taylor Available online 1997）
卷期: Volume 32, issue 1  

页码: 51-57

 

ISSN:0278-1077

 

年代: 1997

 

DOI:10.1080/17476939708814978

 

出版商: Gordon and Breach Science Publishers

 

关键词: 30D35;52C15;30D45

 

数据来源: Taylor

 

摘要:

The author proved in [4] that a family ofFof meromorphic functions in a domainGis normal. iffandf(k)– ψ have no zeros for eachfψF, where ψ is a fixed analytic function inGwith ψ ≢ and. In this paper the result is generalized to the case that ψ is meromorphic inG. We need the additional assumption thatfand ψ have no common poles for eachfψF.

 

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