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BMO and Hankel operators on Bergman space of the Siegel upper half-space
Published 3 Sep 2021 in math.CV | (2109.01320v1)
Abstract: On the setting of the Siegel upper half-space we study the spaces of bounded and vanishing mean oscillations which are defined in terms of the Berezin transform, and we use them to characterize bounded and compact Hankel operators on Bergman space.
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