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Trends in Banach Spaces and Operator Theory
Edited by: Anna Kamińska, University of Memphis, TN
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Contemporary Mathematics
2003; 378 pp; softcover
Volume: 321
ISBN-10: 0-8218-3234-4
ISBN-13: 978-0-8218-3234-9
List Price: US$98
Member Price: US$78.40
Order Code: CONM/321
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This volume contains proceedings of the conference on Trends in Banach Spaces and Operator Theory, which was devoted to recent advances in theories of Banach spaces and linear operators.

Included in the volume are 25 papers, some of which are expository, while others present new results. The articles address the following topics: history of the famous James' theorem on reflexivity, projective tensor products, construction of noncommutative \(L_p\)-spaces via interpolation, Banach spaces with abundance of nontrivial operators, Banach spaces with small spaces of operators, convex geometry of Coxeter-invariant polyhedra, uniqueness of unconditional bases in quasi-Banach spaces, dynamics of cohyponormal operators, and Fourier algebras for locally compact groupoids.

The book is suitable for graduate students and research mathematicians interested in Banach spaces and operator theory and their applications.

Readership

Graduate students and research mathematicians interested in Banach spaces and operator theory and their applications.

Table of Contents

  • M. D. Acosta, J. B. Guerrero, and M. R. Galán -- Characterizations of the reflexive spaces in the spirit of James' Theorem
  • F. Albiac, N. J. Kalton, and C. Leránoz -- Uniqueness of unconditional bases in quasi-Banach spaces
  • G. Androulakis -- A note on the method of minimal vectors
  • J. Diestel, J. Fourie, and J. Swart -- The projective tensor product I
  • S. J. Dilworth and V. G. Troitsky -- Spectrum of a weakly hypercyclic operator meets the unit circle
  • N. S. Feldman -- The dynamics of cohyponormal operators
  • E. A. Gallardo-Gutiérrez and M. J. González -- Hilbert-Schmidt composition operators on Dirichlet spaces
  • N. J. Kalton -- A remark on sectorial operators with an \(H^{\infty}-\) calculus
  • J. Kawabe -- Borel injective tensor product and convolution of vector measures and their weak convergence
  • V. A. Khatskevich and V. S. Shulman -- On linear operator pencils and inclusions of images of balls
  • D. H. Leung and W.-K. Tang -- Ordinal indices and \(\ell^1\)-spreading models
  • J. López-Gómez and C. Mora-Corral -- Characterizing the existence of local Smith forms for \(\mathcal{C}^\infty\) families of matrix operators
  • N. McCarthy, D. Ogilvie, N. Zobin, and V. Zobin -- Convex geometry of Coxeter-invariant polyhedra
  • J. Miao -- Commutators on bounded symmetric domains in \(\mathbb{C}^n\)
  • T. L. Miller, V. G. Miller, and M. M. Neumann -- Growth conditions and decomposable extensions
  • J. Moorhouse and C. Toews -- Differences of composition operators
  • G. A. Muñoz -- Complex vs real variables for real 3-homogeneous polynomials on \(\ell_1^2\): A counterexample
  • A. L. T. Paterson -- The Fourier-Stieltjes and Fourier algebras for locally compact groupoids
  • G. T. Prǎjiturǎ -- Preserving the commutant under functional calculus
  • Y. Raynaud -- \(L_p\)-spaces associated with a von Neumann algebra without trace: a gentle introduction via complex interpolation
  • H. P. Rosenthal -- Banach and operator space structure of \(C^*\)-algebras
  • T. Schlumprecht -- How many operators exist on a Banach space?
  • G. V. Wood -- Maximal algebra norms
  • A. Zsák -- On Banach spaces with small spaces of operators
  • A. Zvavitch -- A remark on \(p\)-summing norms of operators
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