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arxiv: 0901.0518 · v2 · submitted 2009-01-05 · 🧮 math.CA · math.FA

Abstract Hardy-Sobolev spaces and interpolation

classification 🧮 math.CA math.FA
keywords spacesabstracthardy-sobolevinterpolationapplicationsatomicdecompositiondescribe
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The purpose of this work is to describe an abstract theory of Hardy-Sobolev spaces on doubling Riemannian manifolds via an atomic decomposition. We study the real interpolation of these spaces with Sobolev spaces and finally give applications to Riesz inequalities.

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