Paper
Normality Criteria of Meromorphic Functions Involving Multiplicity of Poles
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Authors:
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Chengxiong Sun
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Abstract
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In this paper, using Zalcman-Pang method and Fatou-Julia itreation theory, we get a result: Let F be a family of meromorphic function in , and . Suppose that admits the poles of multiplicity at least 3 for each function in F. For each in F, if and share b IM in , then F is normal in. Some example shows that the multiplicity of poles of f is the best.
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Keywords
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Meromorphic Functions; Normal Family; Multiple Poles; Shared Value
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StartPage
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25
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EndPage
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28
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Doi
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