Different approach to the decomposition theory of $H{M}_{q,{\Delta }_{\nu }}^p$ Hardy-Morrey spaces

Abstract

The Hardy-Morrey spaces related to Laplace-Bessel differential equations are introduced in terms of maximal functions. The atomic decomposition theory which has the same cancellation properties of the $H_{{\Delta }_{\nu }}^p({\mathbb{R}}_{+}^n)$ Hardy spaces is established.

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