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Recent progress in Fourier analysis : proceedings of the Seminar on Fourier Analysis held in El Escorial, Spain, June 30-July 5, 1983
Beschreibungen/Notizen
English or French.
Includes bibliographies.
Front Cover; Recent Progress in Fourier Analysis; Copyright Page; Contents; Chapter 1. Functions of LP-Bounded Pseudo-Differential Operators; Chapter 2. On Problems Related to Theorems A and B with Estimates; Chapter 3. The Dual of the Bergman Space A1 in the Tube over the Spherical Cone; Chapter 4. Boundary Value Problems for the Laplace Equation in Lipschitzian Domains; Chapter 5. Radial Fourier Multipliers and Associated Maximal Functions; Chapter 6. Restriction Lemmas, Spherical Summation, Maximal Functions, Square Functions and all that; Chapter 7. Ensembles Aleatoireset Dimensions
Chapter 8. Kato's Square Roots of Accretive Operators and Cauchy Kernels on Lipschitz Curves are the sameChapter 9. Continuité sur les Espaces de Hölder et de Sobolev des Opèrateurs Dèfinis para des Intègrales singuligrès; Chapter 10. Analytic Families of Banach Spaces and Some of Their Uses; Chapter 11. Some Maximal Inequalities; Chapter 12. A Fatou Theorem and a Maximal Function not Invariant under Translation; Chapter 13. A Counter-Example for the Disc Multiplier; Chapter 14. Three Variations on the Theme of Maximal Functions
Chapter 15. Estimates for Finite Expansions of Gegenbauer and Jacobi PolynomialsChapter 16. Balls Defined by Vector Fields