Extrapolation of Vector valued Rearrangement Operators II
Paul F. X. Mueller
TL;DR
This paper establishes the extrapolation law for vector-valued rearrangement operators on Hardy spaces, advancing understanding of their behavior and properties in harmonic analysis.
Contribution
It introduces the extrapolation law for vector-valued rearrangement operators on Hardy spaces, a novel result in harmonic analysis.
Findings
Determined the extrapolation law for these operators
Extended the theory of rearrangement operators to vector-valued Hardy spaces
Provided new insights into the structure of these operators
Abstract
We determine the extrapolation law for rearrangement operators of the Haar system on vector valued Hardy spaces.
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