Resumen de Power bounded weighted composition operators and power bounded below composition operators
Hamzeh Keshavarzi
In this paper, we characterize power bounded weighted composition operators on weighted Bergman spaces of strongly pseudoconvex bounded domains in {\mathbb {C}}^n. Also, we introduce the notion of power bounded below operators, then, for \alpha >0, we characterize power bounded below composition operators on {\mathcal {D}}_\alpha, the weighted Dirichlet space on the unit disk of the complex plane.
