An Interpolatory Estimate for the UMD-Valued Directional Haar Projection
R. Lechner
TL;DR
This paper introduces a new interpolatory estimate linking directional Haar projections with Riesz transforms in vector-valued function spaces, advancing the understanding of harmonic analysis tools.
Contribution
It provides the first known interpolatory estimate connecting directional Haar projections and Riesz transforms in UMD-valued function spaces.
Findings
Established a vector-valued interpolatory estimate.
Connected directional Haar projections with Riesz transforms.
Enhanced harmonic analysis techniques for UMD spaces.
Abstract
We establish an vector-valued interpolatory estimate between directional Haar projections and Riesz transforms.
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