摘要
在分担值和亚纯函数正规性研究的基础上,讨论了与分担值相关的全纯函数的正规性.
Let F be a family of holomorphic functions on plane domain D, all of whose zeros have multiplicity at ieast k+1,Suppose that for each f∈F, L(z)=z=〉f(z)=1, Then F is normal in D. there L(z)=f(k)(z)+a1(z)f(k-1) (z)+…+ak(z)f (z),k≥1, and ai(z)(i=1,2,…, k, k≥ 1) be analytic in D and they are not identical to zero.
出处
《喀什师范学院学报》
2012年第3期16-19,共4页
Journal of Kashgar Teachers College
关键词
全纯函数
正规性
零点
重级
微分多项式
Holomorphie
normality
Zero point
iplicity
Differential polynomial.