Investigates the properties of compact weighted composition operators in uniformly closed subspaces of C(X), highlighting their applications.
This paper studies weighted composition operators and their finite sums on the disk algebra and on a uniformly closed subspace A of C(X). We investigate the closedness of their ranges and their compactness properties. Furthermore, we provide some applications of our results.
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Jabbarzadeh et al. (2025) studied this question.
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