论文标题
分析功能Banach空间的插值序列的某些应用
Some applications of interpolating sequences for Banach spaces of analytic functions
论文作者
论文摘要
M. J.Beltrán-Meneua等。 \ cite {beltran1}和e.Jordá和a.rodríguez-arenas \ cite {jorda}在$ h^\ infty（\ mathbb {d}）$和$ h^\ h^\ iffty_v（\ iffty_v（\ iffty_v（\ iffty_v）上，（均匀）（均匀的）均值ergodic构图操作员。在本文中，通过使用插值序列，我们为这些空间上组成算子的（均匀）平均成分提供了其他必要和足够的条件。
M. J. Beltrán-Meneua et al. \cite{beltran1} and E. Jordá and A. Rodríguez-Arenas \cite{jorda} characterized the (uniformly) mean ergodic composition operators on $H^\infty(\mathbb{D})$ and $H^\infty_ν(\mathbb{D})$, respectively. In this paper, by using the interpolating sequences, we give other necessary and sufficient conditions for the (uniformly) mean ergodicity of composition operators on these spaces.
