[ v2] Abstract Hardy-Sobolev spaces and interpolation
arxiv.org
Authors: Nadine Badr, Frederic Bernicot. (Submitted on 5 Jan (v1), last revised 17 Apr (this version, v2)). Abstract: The purpose of this work is to ...
CiteSeerX — Interpolation of Sobolev spaces, Littlewood-Paley...
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BibTeX. @ARTICLE{Badr_interpolationof, author = {Nadine Badr and Emmanuel Russ and Université Paris-sud and Université Paul Cézanne},
[ ] Algebra properties for Sobolev spaces- Applications to...
arxiv.org
Authors: Nadine Badr (ICJ), Frederic Bernicot (LPP), Emmanuel Russ (LATP, IF). (Submitted on 19 Jul 2011). Abstract: In this work, we aim to prove algebra ...
[ ] Real interpolation of Sobolev spaces
arxiv.org
From: Nadine Badr Tue, 15 May :44:31 GMT (47kb) Wed, 16 May :11:09 GMT (27kb) [v3] Tue, 1 Apr :18:32 GMT (24kb)
real interpolation of sobolev spaces - jstor
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MATH. SCAND (2009), REAL INTERPOLATION OF SOBOLEV SPACES. NADINE BADR. Abstract. We prove that Wp is a real interpolation space ...
Algebra properties for Sobolev spaces — applications to semilinear...
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Algebra properties for Sobolev spaces — applications to semilinear PDEs on manifolds. Nadine Badr ... Algebra properties for Sobolev spaces — applications …
REAL INTERPOLATION OF SOBOLEV SPACES - Education
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REAL INTERPOLATION OF SOBOLEV SPACES : REAL INTERPOLATION OF SOBOLEV SPACES NADINE BADR Abstract. We prove that W 1p is a real interpolation space between W...
Abstract Hardy-Sobolev spaces and interpolation : Nadine Badr : Free...
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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 Sobolev Spaces Associated to a Weight |...
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We hereby study the interpolation property of Sobolev spaces of order 1 denoted by
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Internet Archive Search: creator:"Nadine Badr"
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Real interpoaltion of Sobolev spaces associated to a weight - Nadine Badr We study the interpolation property of Sobolev spaces of order 1 denoted by ...
Badr , Russ : Interpolation of Sobolev Spaces, Littlewood-Paley...
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Project Euclid - mathematics and statistics online
A. A. Grigor'yan, “The heat equation on noncompact Riemannian...
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Nadine Badr, Frédéric Bernicot, Emmanuel Russ, “Algebra properties for Sobolev spaces — applications to semilinear PDEs on manifolds”, JAMA, 118:2 (2012), ...
Abstract Hardy-Sobolev spaces and interpolation - Fédération de...
hal.ird.fr
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...
Maximal characterization of Hardy-Sobolev spaces on manifolds -...
hal.archives-ouvertes.fr
Let $M$ be a complete non-compact Riemannian manifold with a doubling measure and admitting a Poincaré inequality. In the present paper, we identify the...
Algebra properties for Sobolev spaces -- applications to semilinear...
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NADINE BADR, FR. ED. ERIC BERNICOT, AND EMMANUEL RUSS Abstract. In this work, we aim to prove algebra properties for generalized. Sobolev spaces ...
Galia Dafni - Professional Information
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Maximal characterization of Hardy-Sobolev spaces on manifolds (joint with Nadine Badr), (PDF file) , to appear in "Concentration, Functional Inequalities, and ...
An atomic decomposition of the Hajłasz Sobolev space $\Mone$ on...
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Several possible notions of Hardy-Sobolev spaces on a Riemannian manifold with a doubling measure are considered. Under the assumption of a Poincaré...
Real interpolation of Sobolev spaces | MATHEMATICA SCANDINAVICA
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Real interpolation of Sobolev spaces. Nadine Badr. Abstract. We prove that $W^{ 1}_{p}$ is a real interpolation space between $W^{1}_{p_{1}}$ and ...
[ v1] Algebra properties for Sobolev spaces- Applications to...
128.84.21.199
Authors: Nadine Badr (ICJ), Frederic Bernicot (LPP), Emmanuel Russ (LATP, IF). (Submitted on 19 Jul 2011). Abstract: In this work, we aim to ...
[ v2] Real interpoaltion of Sobolev spaces associated to a...
128.84.21.199
Submission history. From: Nadine Badr [view email] [v1] Wed, 16 May :33 :39 UTC (24 KB) [v2] Sat, 12 Apr :31:26 UTC (21 KB). Which authors of ...
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