Besov spaces and Bergman projections on the ball
The author announces without proof the following results on the unit ball of \(\mathbb C^n\); (i) A new definition that characterizes the so-called diagonal Besov spaces on the ball, (ii) Criteria for the boundedness of Bergman type projections from certain weighted \(L^p\) spaces onto Besov spaces, (iii) Construction of right inverses for those Bergman type projections, (iv) Dualities between the Besov spaces, and (v) Complex interpolation spaces of the Besov spaces.
scientific article; zbMATH DE number 1921067
scientific article