论文标题

具有三个径向分布的值

Meromorphic functions with three radially distributed values

论文作者

Bergweiler, Walter, Eremenko, Alexandre

论文摘要

我们考虑零,1分和极点分布在三个不同的射线上的先验杂构功能。我们表明,仅当光线均匀间隔时,就存在此类功能。我们还获得了这个结果的正常家庭类似物。

We consider transcendental meromorphic functions for which the zeros, 1-points and poles are distributed on three distinct rays. We show that such functions exist if and only if the rays are equally spaced. We also obtain a normal family analogue of this result.

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