Extended CesaRO Operators on Zygmund Spaces in the Unit Ball
Fang, Zhong-Shan · Zhou, Ze-Hua
Original · EN
Let g be a holomorphic function of the unit ball B in the n-dimensional space, and denote by Tg and Ig the induced extended Cesaro operator and another integral operator. The boundedness and compactness of Tg and Ig acting on the Zygmund spaces in the unit ball are discussed and necessary and sufficient conditions are given in this paper.
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