Da Lio-Rivi\`ere-Wettstein-type inequality for weighted Bergman spaces
Abstract
In this paper, inspired by the work of Da Lio-Rivi\`ere-Wettstein, we investigate the boundary-value characterizations of weighted Bergman spaces and establish a weighted Da Lio-Rivi\`ere-Wettstein inequality. In addition, we obtain analogous results on the upper plane which does not seem to be a direct consequence of the ones on the unit disk.
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