Article ID Journal Published Year Pages File Type
6415231 Journal of Functional Analysis 2014 55 Pages PDF
Abstract

Let H2(S) be the Hardy space on the unit sphere S in Cn. We establish a local inequality for Hankel operators Hf=(1−P)Mf|H2(S). As an application of this local inequality, we characterize the membership of Hf in the Lorentz-like ideal Cp+, 2n

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Physical Sciences and Engineering Mathematics Algebra and Number Theory
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A local inequality for Hankel operators on the sphere and its application
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