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On Volterra composition operators from Bergman-type space to Bloch-type space

Zhi Jie Jiang — 2011

Czechoslovak Mathematical Journal

Let $ϕ$ be an analytic self-mapping of $𝔻$ and $g$ an analytic function on $𝔻$ . In this paper we characterize the bounded and compact Volterra composition operators from the Bergman-type space to the Bloch-type space. We also obtain an asymptotical expression of the essential norm of these operators in terms of the symbols $g$ and $ϕ$ .

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