具有正算子系数的亚纯p-叶算子值函数的性质

THE PROPERTIES OF THE FUNCTIONS OF MEROMORPHIC p-OPERAER VALUES WITH POSITIVE OPERATER COEFFICIENT

通过对α阶β型亚纯星形算子值函数类 ∑p[α ,β] 的若干性质的讨论 ,得到了关于∑p[α,β] 的一个充分必要条件和f(z)的算子系数的一个估计 ,同时 ,也证明了 ∑p[α,β]

By deliberating over several qualities of class ∑_p\ of α rank β type meromorphic star form operator value functions, we get an abundant prerequisite for ∑_p\ and come of anestimate of the coefficient of f(z) operator. At the same time, we have testified it to be true that the combination of ∑_p\ operater averaging and protrading linear is closed.