论文标题
蹦极集的动力学，逃脱集合和填充的朱莉娅（Julia）组合的整个功能
Dynamics on Bungee set, Escaping set and Filled Julia set of Composite Transcendental Entire Functions
论文作者
论文摘要
在本文中，我们研究了两个先验整个功能的成分集。我们提供了一类可透明的整个功能，其蹦极组相等。此外，我们已经获得了透明的整个功能的结果，复合函数的逃逸集整个函数的逃逸集等于两个函数的逃逸集的结合。此外，我们建立了蹦极集，逃避集合和填充的朱莉娅复合函数的重要关系，并具有其各个功能的功能。
In this paper, we have investigated the Bungee set of composition of two transcendental entire functions. We have provided a class of permutable entire functions for which their Bungee sets are equal. Moreover, we have obtained a result on permutable entire functions for which the escaping set of the composite entire function equals the union of the escaping sets of the two functions. In addition, we establish important relations between the Bungee set, Escaping set and Filled Julia set of composite entire functions with that of its individual functions.
