报告题目：Two Weight Inequality for Hankel Form on Weighted Bergman Spaces Induced by Doubling Weights

报告时间：2022-10-07  09:00 - 10:30

报告人：段永江 教授  东北师范大学

腾讯会议ID：733-180-158

Abstract：The boundedness of the small Hankel operator induced by an analytic symbol f and the Bergman projection P_v associated to v, acting from the weighted Bergman space  is characterized on the full range 0 < p; q < ∞ when ω , v belong to the class D of radial weights admitting certain two-sided doubling conditions. Certain results obtained are equivalent to the boundedness of bilinear Hankel forms, which are in turn used to establish the weak factorization of the Bergman spaces.