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Applicable Analysis
An International Journal
Volume 9, 1979 - Issue 1
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Original Articles

Rearrangements of functions and convergence in orlicz spaces

Pages 23-27 | Received 31 Jul 1977, Published online: 10 May 2007

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Pablo De Nápoli, Julián Fernández Bonder & Ariel Salort. (2021) A Pólya–Szegö principle for general fractional Orlicz–Sobolev spaces. Complex Variables and Elliptic Equations 66:4, pages 546-568.
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Marco Bramanti. (1991) Symmetrization in parabolic neumann problems. Applicable Analysis 40:1, pages 21-39.
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Articles from other publishers (26)

K. Ashok Kumar & Nirjan Biswas. (2024) Strict Monotonicity of the First q-Eigenvalue of the Fractional p-Laplace Operator Over Annuli. The Journal of Geometric Analysis 34:3.
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Giovanni Barbarino, Davide Bianchi & Carlo Garoni. (2022) Constructive approach to the monotone rearrangement of functions. Expositiones Mathematicae 40:1, pages 155-175.
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Davide Bianchi. (2021) Analysis of the spectral symbol associated to discretization schemes of linear self-adjoint differential operators. Calcolo 58:3.
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Albert Baernstein II. 2019. Symmetrization in Analysis. Symmetrization in Analysis.
Nader Masmoudi & Federica Sani. (2013) Adams' Inequality with the Exact Growth Condition in ℝ 4 . Communications on Pure and Applied Mathematics 67:8, pages 1307-1335.
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Francesco Della Pietra & Nunzia Gavitone. (2013) Anisotropic elliptic problems involving Hardy-type potentials. Journal of Mathematical Analysis and Applications 397:2, pages 800-813.
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David V. Cruz-Uribe & Alberto FiorenzaDavid V. Cruz-Uribe & Alberto Fiorenza. 2013. Variable Lebesgue Spaces. Variable Lebesgue Spaces 79 128 .
Christoph Haberl, Franz E. Schuster & Jie Xiao. (2011) An asymmetric affine Pólya–Szegö principle. Mathematische Annalen 352:3, pages 517-542.
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Denis Bonheure, Ederson Moreira dos Santos & Miguel Ramos. (2011) Ground state and non-ground state solutions of some strongly coupled elliptic systems. Transactions of the American Mathematical Society 364:1, pages 447-491.
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Andrea Cianchi, Erwin Lutwak, Deane Yang & Gaoyong Zhang. (2009) Affine Moser–Trudinger and Morrey–Sobolev inequalities. Calculus of Variations and Partial Differential Equations 36:3, pages 419-436.
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D. Caponetti, A. Trombetta & G. Trombetta. (2007) Rearrangement and Convergence in Spaces of Measurable Functions. Journal of Inequalities and Applications 2007, pages 1-18.
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Elliott H. Lieb & Michael Loss. 2002. Inequalities. Inequalities 679 693 .
Frederick J. Almgren & Elliott H. Lieb. 2002. Inequalities. Inequalities 483 496 .
Michael Loss & Mary Beth Ruskai. 2002. Inequalities. Inequalities 1 29 .
Andrea Cianchi. (2001) Rearrangements of Functions in Besov Spaces. Mathematische Nachrichten 230:1, pages 19-35.
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Andrea Cianchi. (2000) Second-order derivatives and rearrangements. Duke Mathematical Journal 105:3.
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Jean-Michel Rakotoson & Maria Luisa Seoane. (2002) Numerical Approximations of the Relative Rearrangement: The piecewise linear case. Application to some Nonlocal Problems. ESAIM: Mathematical Modelling and Numerical Analysis 34:2, pages 477-499.
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Frederick J. AlmgrenJr.Jr. & Elliott H. Lieb. 1992. Differential Equations and Mathematical Physics. Differential Equations and Mathematical Physics 183 200 .
Jay B Epperson. (1990) A class of monotone decreasing rearrangements. Journal of Mathematical Analysis and Applications 150:1, pages 224-236.
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Eric A Carlen & Michael Loss. (1990) Extremals of functionals with competing symmetries. Journal of Functional Analysis 88:2, pages 437-456.
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Frederick J. Almgren & Elliott H. Lieb. (1989) Symmetric decreasing rearrangement is sometimes continuous. Journal of the American Mathematical Society 2:4, pages 683-773.
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Stuart S. Antman, Haïm Brezis, Bernard D. Coleman, Martin Feinberg, John A. Nohel & William P. ZiemerGiorgio Talenti. 1989. Analysis and Continuum Mechanics. Analysis and Continuum Mechanics 521 529 .
Jean Michel Rakotoson. (1988) Some properties of the relative rearrangement. Journal of Mathematical Analysis and Applications 135:2, pages 488-500.
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Giorgio Talenti. (1987) Assembling a rearrangement. Archive for Rational Mechanics and Analysis 98:4, pages 285-293.
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Giorgio Talenti. 1986. Nonlinear Diffusion Problems. Nonlinear Diffusion Problems 153 178 .
A. M. Stokolos. (1983) An inequality for equimeasurable rearrangements and its application in the theory of differentiation of integralsОб одном неравенстве для равиоизмеримых п ерестановок н его применении в тео рии дифференцирован ия интегралов. Analysis Mathematica 9:2, pages 133-146.
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