全纯函数与其复合函数的正规族

Normal families of holmorphic functions and their compositions

设｛ｆ（ｚ）｝是整函数族。目的是讨论｛ｆ（ｚ）｝和｛ｆ［ｆ（ｚ）］ｆ｝的正规族之间的关系，并且证明：设对每个ｆ（ｚ）。若｛ｆ［ｆ（ｚ）］：ｆ｝在区域Ｄ上正规，则也在Ｄ上正规。

Let {(f(z) } be a family of entire functions. The purpose of the paper is to discuss the relation for normalities between {f(z) } and {f(f(z) } and show the main result: That {f(f): f} is normal in D implies that is normal in D, if for each , |f(0)|<1.