亚纯函数涉及分担值集的一个结果

A Result of Meromorphic Functions Involving Sharing Value Sets

本文证明了若两个非常数亚纯函数f和g满足Θ(∞,f)】1/2,Θ(∞,g)】1/2,则一定存在含6个元素的集合S?C,只要E(S,f)=E(S,g),就有T(r,f)~T(r,g)。

This paper proves that if two nonconstant meromorphic functions f and g satisfy Θ(∞,f)>1/2, Θ(∞,g)>1/2, there must exist a set S?C with 6 elements, and if E(S,f)=E(S,g), there is T(r,f)~T(r,g).