2020 (v1)
Journal article
We analyze Bergman spaces A p f (D) of generalized analytic functions of solutions to the Vekua equation ∂w = (∂f /f)w in the unit disc of the complex plane, for Lipschitz-smooth non-vanishing real valued functions f and 1 < p < ∞. We consider a family of bounded extremal problems (best constrained approximation) in the Bergman space A p (D)...
Uploaded on: December 4, 2022