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Topics in Functional and Harmonic Analysis
Edited by: Catalin Badea, Université de Lille I, Villeneuve d'Ascq, France, Daniel Li, Université d'Artois, Lens, France, and Violeta Petkova, Université de Metz, France
A publication of the Theta Foundation.
International Book Series of Mathematical Texts
2013; 149 pp; hardcover
ISBN-13: 978-606-8443-00-3
List Price: US$44
Member Price: US$35.20
Order Code: THETA/17
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The book contains a selection of tutorial papers, surveys, and original articles, written by leading experts in functional and harmonic analysis. They are based on contributions presented at three conferences organized in 2010 in France. The topics covered include:

  • Probabilistic methods in linear dynamics
  • Spectral sets for matrices
  • Banach space theory
  • Composition operators on function spaces
  • Interpolation in Hardy spaces
  • Partial differential equations on bounded domains.

A publication of the Theta Foundation. Distributed worldwide, except in Romania, by the AMS.


Graduate students and research mathematicians interested in functional and harmonic analysis.

Table of Contents

  • F. Bayart -- Probabilistic methods in linear dynamics
  • M. Crouzeix -- Spectral sets and \(3\times3\) nilpotent matrices
  • V. Ferenczi and G. Godefroy< -- Tightness of Banach spaces and Baire category
  • G. Godefroy -- The Kalton calculus
  • K. Kellay< -- Composition operators on analytic weighted Hilbert spaces
  • G. Lancien -- A short course on nonlinear geometry of Banach spaces
  • J. R. Partington -- Interpolation in Hardy spaces, with applications
  • E. Russ -- Inversion of the divergence on bounded domains of \(\mathbb{R}^n\)
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