Abstract

We show that weighted Bergman projections, corresponding to weights of the form M(z)(1- z ^2)^\alpha, where \alpha > -1 and M(z) is a radially symmetric, strictly positive and at least C^2 function on \overline{D}, are L^p regular.

DOI

10.3906/mat-1011-537

Keywords

Weighted Bergman projection, Coefficient multipliers

First Page

386

Last Page

394

Recommended Citation

ZEYTUNCU, Y. E (2012). L^p Regularity of some weighted Bergman projections on the unit disc. Turkish Journal of Mathematics 36 (3): 386-394. https://doi.org/10.3906/mat-1011-537

Download