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Banach Spaces, Harmonic Analysis, and Probability Theory

Proceedings of the Special Year in Analysis, held at the University of Connecticut 1980-1981

  • Conference proceedings
  • © 1983

Overview

Editors:
  1. Ron C. Blei
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  2. Stuart J. Sidney
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Part of the book series: Lecture Notes in Mathematics (LNM, volume 995)

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Table of contents (11 papers)

  1. Front Matter

    Pages N2-V
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  2. Projections onto L 1 subspaces of L1(μ)

    • Dale E. Alspach, William B. Johnson
    Pages 1-7

  3. New banach space properties of the disc algebra and H∞

    • J. Bourgain
    Pages 8-13

  4. Remarks on von Neumann’s inequality

    • S. W. Drury
    Pages 14-32

  5. A simple-minded proof of the Pisier-grothendieck inequality

    • Sten Kaijser
    Pages 33-55

  6. The behavior of power series on their circle of convergence

    • T. W. Körner
    Pages 56-94

  7. Lp-Lq mapping properties of the radon transform

    • Daniel M. Oberlin
    Pages 95-102

  8. Qualitative rational approximation on plane compacta

    • A. G. O’Farrell
    Pages 103-122

  9. Some applications of the metric entropy condition to harmonic analysis

    • Gilles Pisier
    Pages 123-154

  10. Sign-embeddings of L1

    • H. P. Rosenthal
    Pages 155-165

  11. Exposed points for duals of separable Fréchet spaces

    • S. J. Sidney
    Pages 166-168

  12. A strong convergence theorem for H1(\(\mathbb{T}\))

    • Brent Smith
    Pages 169-173

  13. Back Matter

    Pages 175-177
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