In In this paper, we characterize the weighted Bergma spaces on the open unit ball of
$\mathbb{C}^n$. Indeed we find some conditions under which a function belongs to Bergma spaces. This characterization will be done by using double integral of the functions
Hassanlou, M. & Abbasi, E. (2026). Characterization of weighted Bergman spaces on the open unit ball. (e21030). Journal of Advanced Mathematical Modeling, (), e21030 https://doi.org/10.22055/jamm.2026.50379.2403
MLA
Hassanlou, M., & Abbasi, E. "Characterization of weighted Bergman spaces on the open unit ball" .e21030 , Journal of Advanced Mathematical Modeling, , 2026, e21030. doi: 10.22055/jamm.2026.50379.2403
HARVARD
Hassanlou, M., & Abbasi, E. (2026). 'Characterization of weighted Bergman spaces on the open unit ball', Journal of Advanced Mathematical Modeling, (), e21030. doi: 10.22055/jamm.2026.50379.2403
CHICAGO
Hassanlou, M. & Abbasi, E., "Characterization of weighted Bergman spaces on the open unit ball." Journal of Advanced Mathematical Modeling, (2026): e21030, doi: 10.22055/jamm.2026.50379.2403
VANCOUVER
Hassanlou M., Abbasi E. Characterization of weighted Bergman spaces on the open unit ball. JAMM. 2026;():e21030 (In Persian). doi: 10.22055/jamm.2026.50379.2403