Different approach to the decomposition theory of HMq,Δνp Hardy–Morrey spaces

B -maximal functions in H M q , Δ ν p Hardy–Morrey spaces, related to a Laplace–Bessel differential operator, are studied. We give B -maximal characterization of H M q , Δ ν p Hardy–Morrey spaces and study the atomic decomposition theory which has the same cancellation properties of the H Δ ν p ( R...

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Bibliographic Details
Published in:Journal of pseudo-differential operators and applications 2021, Vol.12 (4)
Main Author: Keskin, Cansu
Format: Article
Language:English
Subjects:
Algebra
Analysis
Applications of Mathematics
Decomposition
Differential equations
Functional Analysis
Mathematics
Mathematics and Statistics
Operator Theory
Operators (mathematics)
Partial Differential Equations
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Summary:B -maximal functions in H M q , Δ ν p Hardy–Morrey spaces, related to a Laplace–Bessel differential operator, are studied. We give B -maximal characterization of H M q , Δ ν p Hardy–Morrey spaces and study the atomic decomposition theory which has the same cancellation properties of the H Δ ν p ( R + n ) Hardy spaces.
ISSN:1662-9981
1662-999X
DOI:10.1007/s11868-021-00426-7