| Authors: | Jiang, Zhi jie Stević, Stevo |
Affiliations: | Mathematics Mathematical Institute of the Serbian Academy of Sciences and Arts |
Title: | Weighted Differentiation Composition Operators Between Weighted Bergman Spaces on the Upper Half-Plane | Journal: | Mathematical Methods in the Applied Sciences | Issue Date: | 2026 | Rank: | M21 | ISSN: | 0170-4214 | DOI: | 10.1002/mma.70613 | Abstract: | Let (Formula presented.) be the upper half-plane in the complex plane (Formula presented.), and (Formula presented.) be the weighted Bergman space defined on (Formula presented.). We characterize the boundedness, compactness, and order boundedness of the weighted differentiation composition operators between weighted Bergman spaces. We also characterize the order boundedness of the finite sums of weighted differentiation composition operators between these spaces. |
Keywords: | boundedness | compactness | order boundedness | upper half-plane | weighted Bergman space | weighted differentiation composition operators | Publisher: | Wiley |
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