THE NORMAL FAMILITY OF MERMORPHIC FUNCTIONS  

作　　者：韩明华 顾永兴 

机构地区：[1]Department of Education,Kaili University [2]College of Mathematics and Physics,Chongqing University

出　　处：《Acta Mathematica Scientia》2008年第4期759-762,共4页数学物理学报（B辑英文版）

基　　金：NNSF of China(10271122)

摘　　要：Let F be a family of mermorphic functions in a domain D, and let a, b, c be complex numbers, a ≠ b. If for each f ∈ F, the zeros of f-c are of multiplicity ≥ k ＋ 1, and -↑Ef（k）（a） belong to -↑Ef （a）, -↑Ef（k）（b）belong to -↑Ef （b）, then F is normal in D.Let F be a family of mermorphic functions in a domain D, and let a, b, c be complex numbers, a ≠ b. If for each f ∈ F, the zeros of f-c are of multiplicity ≥ k ＋ 1, and -↑Ef（k）（a） belong to -↑Ef （a）, -↑Ef（k）（b）belong to -↑Ef （b）, then F is normal in D.

关 键 词：Mermorphic functions normal family shared values 

分 类 号：O174.52[理学—数学]