“…Recently, it is given the characterization of the sum of weighted composition operators mapping H ∞ ∩ B o to the disk algebra in [5]. Properties of each weighted composition operator acting from H ∞ ∩ B o to H ∞ ∩ B o are left behind.…”
We will characterize the boundedness and compactness of weighted composition operators on the closed subalgebra H∞ ∩ $\mathcal{B}$o between the disk algebra and the space of bounded analytic functions on the open unit disk.
“…Recently, it is given the characterization of the sum of weighted composition operators mapping H ∞ ∩ B o to the disk algebra in [5]. Properties of each weighted composition operator acting from H ∞ ∩ B o to H ∞ ∩ B o are left behind.…”
We will characterize the boundedness and compactness of weighted composition operators on the closed subalgebra H∞ ∩ $\mathcal{B}$o between the disk algebra and the space of bounded analytic functions on the open unit disk.
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