Bounded and compact differences of two composition operators acting from the weighted Bergman space \(A^p_\omega \) to the Lebesgue space \(L^q_\nu \), where \(0<q<p<\infty \) and \(\omega \) belongs to the class 

中文翻译：

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双权重引起的Bergman空间上复合算子的紧差分

从加权伯格曼空间\(A^p_\omega \)到勒贝格空间\(L^q_\nu \)的两个复合算子的有界和紧致差异，其中\(0<q<p<\infty \)和\(\omega \)属于类