论文标题
无限顺序的整个功能的渐近值
Asymptotic values of entire functions of infinite order
论文作者
论文摘要
我们证明，每个复数都是一个渐近值，并且其生长的速度仅在函数是无限顺序的必要条件下。
We prove that there exists an entire function for which every complex number is an asymptotic value and whose growth is arbitrarily slow subject only to the necessary condition that the function is of infinite order.
