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从双倍权Bergman空间Aωp到Bloch型空间的Volterra型积分算子
Volterra Type Operators fromBergman Spaces Aωp with DoublingWeights to the Bloch Type Spaces

DOI: 10.12677/AAM.2021.1010363, PP. 3446-3455

Keywords: Volterra积分复合算子，双倍权Bergman空间，Bloch型空间，有界性，紧性
Volterra Type Integral-Composition Operators, Bergman Spaces with Doubling Weights, Blcoh Type Spaces, Boundedness, Compactness

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Abstract:

本文研究了从双倍权Bergman空间Aωp到Bloch型空间的Volterra型积分复合算子Tg？ 和Sg？ 的有界性和紧性问题，给出了Volterra 型积分复合算子的有界性和紧性刻画。
We consider the boundedness and compactness of Volterra type operators from the Bergman spaces Aωp with exponential weights to the Bloch Space. We obtain the characterizations of the boundedness and compactness of Volterra type integral com- position operators.

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