Аннотация
Differences that are bounded and compact between two composition operators that are acting from the weighted Bergman space to the Lebesgue space , where and class of radial weights with a two-sided doubling requirement. New description of -Carleson measures for , with and , Using discs of pseudohyperbolic geometry is proven. This last theorem generalizes the standard definition of - Carleson uses weights as a baseline for the Bergman space he creates. with to the setting of doubling weights. The case is also briefly talked about, and a question is raised about this case.
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