论文标题
在Banach空间上的全体形态功能空间上的平均奇异构成操作员
Mean ergodic composition operators on spaces of holomorphic functions on a Banach space
论文作者
论文摘要
我们研究在Banach或Hilbert Space的单位球上定义不同类型的全类功能的无限尺寸空间上的平均成分组合算子：所有骨膜功能的骨膜功能，界面类型的霍明型功能和有界性霍明型功能的骨膜功能。给出了不同设置中的几个示例。
We study mean ergodic composition operators on infinite dimensional spaces of holomorphic functions of different types when defined on the unit ball of a Banach or a Hilbert space: that of all holomorphic functions, that of holomorphic functions of bounded type and that of bounded holomorphic functions. Several examples in the different settings are given.
