摘要
下述问题得到彻底解决:在著名的Hayman-Yang不等式中,k阶导数f(k)能否被替换成一般的k阶线性微分多项式a0f+a1f +…+akf(k)?一个例子表明本文中的结果是最基本的,定理的条件不能减弱.
The following question obtains a complete answer:Can the kthorder derivative f(k) apperaing in wellknown HaymanYangs inequality be replaced by a general linear kthorder differential polynomial a0f+a1f+...+akf(k)? An example shows the result in the present paper is essential.
出处
《纺织高校基础科学学报》
CAS
2002年第4期294-296,共3页
Basic Sciences Journal of Textile Universities