论文标题
次谐波生长的界限经常振荡功能
Bounds on the growth of subharmonic frequently oscillating functions
论文作者
论文摘要
我们提出了一种phragmén-lindelöf型定理，并具有Nevanlinna定理的次谐波函数，频繁振荡在零和一个之间。我们使用的技术灵感来自琼斯和马卡罗夫的论文。
We present a Phragmén-Lindelöf type theorem with a flavor of Nevanlinna's theorem for subharmonic functions with frequent oscillations between zero and one. We use a technique inspired by a paper of Jones and Makarov.
