Differences of weighted differentiation composition operators from $\alpha$-Bloch space to $H^{\infty}$ space
Abstract
This paper characterizes the boundedness
and compactness of the differences
of weighted differentiation composition operators
acting from the $\alpha$-Bloch space $\mathscr{B}^\alpha$ to the space $H^{\infty}$ of
bounded holomorphic functions on the unit disk $\mathbb{D}$.
and compactness of the differences
of weighted differentiation composition operators
acting from the $\alpha$-Bloch space $\mathscr{B}^\alpha$ to the space $H^{\infty}$ of
bounded holomorphic functions on the unit disk $\mathbb{D}$.
Refbacks
- There are currently no refbacks.