## Banach spaces, harmonic analysis, and probability theory: proceedings of the Special Year in Analysis, held at the University of Connecticut, 1980-1981, Issues 994-995 |

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### Contents

Dale E Alspach William B Johnson Projections onto | |

S W Drury Remarks on Von Neumanns inequality | 14 |

Sten Kaijser A simpleminded proof of the Pisier | 33 |

Copyright | |

5 other sections not shown

### Other editions - View all

Banach Spaces, Harmonic Analysis, and Probability Theory R. C. Blei,S. J. Sidney No preview available - 2014 |

Banach Spaces, Harmonic Analysis, and Probability Theory: Proceedings of the ... R. C. Blei,S. J. Sidney No preview available - 1983 |

### Common terms and phrases

AT(t Banach algebra Banach space bilinear form Borel bounded C*-algebra C*-summing Choose closed commuting contractions complemented completes the proof condition constant continuous functions converges convex Corollary decomposition defined denote Department of Mathematics disc algebra diverges dual equivalent expint fact finite dimensional follows Fourier functions f given Harmonic Analysis Hausdorff hence Hilbert space infinitely many values integer interpolation interval isometry isomorphic kernel Lebesgue measure Lemma Let f linear lip(k+a main lemma Math metric metric entropy n=l n norm obtain one-one open discs operator Pisier positive definite problem Proof of Theorem pseudo-metric r=o r Rademacher functions radius rational approximation Remark result sample paths satisfies sign-embedding sign-embeds sublemma subspace sup|S(r Suppose t,seT tensor product Theorem l.l theory tion topology trigonometric polynomials University of Connecticut