Continuous inclusions and Bergman type operators in \(n\)-harmonic mixed norm spaces on the polydisc
We quote the author's abstract: We study anisotropic mixed norm spaces of \(n\)-harmonic functions in the unit polydisc of \(\mathbb{C}^{n}\). Bergman type reproducing integral formulas are established by means of fractional derivatives and some continuous inclusions. It gives us a tool to construct corresponding projections and related operators and prove their boundedness on the mixed norm and Besov spaces.
scientific article; zbMATH DE number 2075655
scientific article