The Hilbert transformation is studied on a new weighted Besov type space, characterized by means of the best approximation. This space appears as a "limit" case of the well-known Besov spaces defined by Ditzian and Totik, and it can be described with the help of K-functionals and phi-moduli of smoothness.

Boundedness of the Hilbert transformation in some Besov type spaces

RUSSO, Maria Grazia
2000

Abstract

The Hilbert transformation is studied on a new weighted Besov type space, characterized by means of the best approximation. This space appears as a "limit" case of the well-known Besov spaces defined by Ditzian and Totik, and it can be described with the help of K-functionals and phi-moduli of smoothness.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11563/2113
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