ON INTEGRAL OPERATORS OF BERGMAN TYPEON THE UNIT BALL OFRn

Author(s)

ON INTEGRAL OPERATORS OF BERGMAN TYPEON THE UNIT BALL OFRn Tonoyan Tonoyan

We prove the boundedness of Bergman type integral operators in mixed norm spaces over the unit ball of Rn. Bounded harmonic projections are found in the mixed norm and Lipschitz spaces. Corresponding Forelli–Rudin type theorems are proved.

DOI: 10.46991/PYSUA.2015.49.3.023 Physical and Mathematical Sciences, 49(3 (238) 23-30

Download PDF

Keywords

unit ball in $mathbbR^n, harmonic function, mixed norm space, Bergman space, Bergman operator, projection, Lipschitz space

Check for updates

Share

Contact admin with any questions, comments or concerns

[email protected]