Compact weighted composition operators on uniformly closed subspaces of $\mathbf{C}(X)$
Abstract
In this paper weighted composition operators and their finite
sums on disk algebra and uniformly closed subspace $\A$ of
$\mathbf{C}(X)$ will be considered and then, closedness of range
and compactness properties of these type operators will be
investigated. Furthermore, some applications are provided.
sums on disk algebra and uniformly closed subspace $\A$ of
$\mathbf{C}(X)$ will be considered and then, closedness of range
and compactness properties of these type operators will be
investigated. Furthermore, some applications are provided.
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