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Normal family of quasimeromorphic mappings 被引量:1

Normal family of quasimeromorphic mappings
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摘要 The more general quasimeromorphic mappings are studied with the geometric method. The necessary and sufficient conditions for the normality of the family of quasimeromorphic mappings are discussed. We proved two inequalities on the covering surface and obtained some normal criteria on quasimeromorphic mappings with them. Obviously, these criteria hold for meromorphic functions. The more general quasimeromorphic mappings are studied with the geometric method. The necessary and sufficient conditions for the normality of the family of quasimeromorphic mappings are discussed. We proved two inequalities on the covering surface and obtained some normal criteria on quasimeromorphic mappings with them. Obviously, these criteria hold for meromorphic functions.
作者 孙道椿 杨乐
出处 《Science China Mathematics》 SCIE 2003年第4期440-449,共10页 中国科学:数学(英文版)
基金 This work was supported by the National Natural Science Foundation of China(Grant No.19971029) the Natural Science Foundation of Guangdong Province(Grant No.990444) the National 973 Project.
关键词 quasimeromorphic mapping NORMAL family COVERING surface. quasimeromorphic mapping normal family covering surface
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  • 1Sun Daochun.Main theorem on convering surface, Acta Math[].Scientia.1994

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