An estimate of the norm of a function in a Hardy space in terms of the norms of its real and imaginary parts
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Publication:3222442
DOI10.1090/trans2/124/02zbMath0557.30027OpenAlexW4231485790MaRDI QIDQ3222442
Publication date: 1984
Published in: Fifteen Papers on Functional Analysis (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1090/trans2/124/02
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Related Items (7)
Sharp \(L\log^\alpha L\) inequalities for conjugate functions ⋮ Riesz’s Theorem for Lumer’s Hardy Spaces ⋮ Hollenbeck-Verbitsky conjecture on best constant inequalities for analytic and co-analytic projections ⋮ Best constants in inequalities involving analytic and co-analytic projections and Riesz's theorem in various function spaces ⋮ Various Sharp Estimates for Semi-discrete Riesz Transforms of the Second Order ⋮ On the \(\ell^p\)-norm of the discrete Hilbert transform ⋮ Best constant inequalities for conjugate functions
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