论文标题
Bloch和BESOV空间上乘法运算符的平均成分性
Mean Ergodicity of Multiplication Operators on the Bloch and Besov Spaces
论文作者
论文摘要
在本文中，在Bloch空间B，Little Bloch空间B0和BESOV空间BP上研究了乘法算子的功率界限和平均值。我们完全表征了B和B0上的电源有限的，平均千古和均匀的千古乘法算子。
In this paper, the power boundedness and mean ergodicity of multiplication operators are investigated on the Bloch space B, the little Bloch space B0 and the Besov Space Bp. We completely characterize power bounded, mean ergodic and uniformly mean ergodic multiplication operators on B and B0.
