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Let p(⋅):Rn→(0,∞] be a variable exponent function satisfying the globally log-Hölder continuous condition, q∈(0,∞] and A be a general expansive matrix on Rn. In this article, the authors first introduce the anisotropic variable Hardy–Lorentz space HAp(⋅),q(Rn) associated with A, via the radial grand maximal function, and then establish its radial or non-tangential maximal function characterizations...
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