Banach algebra structure in Hardy-Carleson type tent spaces and Ces\`aro-like operators
Abstract
In this paper, the Hadamard-Bergman convolution and Banach algebra structure by the Duhamel product on Hardy-Carleson type tent spaces was investigated. Moreover, the boundedness and compactness of the Ces\`aro-like operator Cμ on Hardy-Carleson type tent spaces ATp∞(α) are also studied.
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