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Boundedness and essential norm of an integral-type operator on a Hilbert–Bergman-type spaces
Let ${\mathbb {D}} $ be the open unit disk of the complex plane ${\mathbb {C}} $ and $H({\mathbb {D}} )$ be the space of all analytic functions on ${\mathbb {D}} $ . Let $A^{2}_{\gamma ,\delta }({\mathbb {D}} )$ be the space of analytic functions that are $L^{2}$ with respect to …