摘要
证明了一个定理若两个函数f与gCM分担一个1,δ(∞,f)=δ(∞,g)=1,且lim——r→∞廚(r,1f)+廚(2(r,1f)T(r,f)≤12,lim——r→∞廚(r,1g)+廚(2(r,1g)T(r,g)≤12,则f≡g或fg≡1.
In this paper,we mainly prove the following theorem:If f and g share 1-CM, and δ(∞,f)=δ(∞,g)=1 and ~lim --r→∞(r,1f)+_^(2 (r,1f)T(r,f)≤12,~lim --r→∞(r,1g)+_^(2 (r,1g)T(r,g)≤12,Then f≡g or fg≡1.
出处
《邵阳学院学报（自然科学版）》
2005年第1期5-7,共3页
Journal of Shaoyang University：Natural Science Edition
