Book Volume 1850 2004

Geometric Aspects of Functional Analysis

Israel Seminar 2002-2003

Authors:

ISBN: 978-3-540-22360-3 (Print) 978-3-540-44489-3 (Online)

Table of contents (21 chapters)

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  1. Front Matter

    Pages I-X

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    Chapter

    Pages 1-7

    A Topological Obstruction to Existence of Quaternionic Plücker Map

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    Chapter

    Pages 9-20

    Hard Lefschetz Theorem for Valuations and Related Questions of Integral Geometry

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    Chapter

    Pages 21-29

    SU(2)-Invariant Valuations

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    Chapter

    Pages 31-39

    The Change in the Diameter of a Convex Body under a Random Sign-Projection

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    Chapter

    Pages 41-52

    An Elementary Introduction to Monotone Transportation

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    Chapter

    Pages 53-63

    A Continuous Version of the Brascamp-Lieb Inequalities

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    Chapter

    Pages 65-71

    Inverse Brascamp-Lieb Inequalities along the Heat Equation

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    Chapter

    Pages 73-76

    Pinched Exponential Volume Growth Implies an Infinite Dimensional Isoperimetric Inequality

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    Chapter

    Pages 77-99

    On Localization for Lattice Schrödinger Operators Involving Bernoulli Variables

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    Chapter

    Pages 101-115

    Symmetrization and Isotropic Constants of Convex Bodies

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    Chapter

    Pages 117-121

    On the Multivariable Version of Ball’s Slicing Cube Theorem

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    Chapter

    Pages 123-138

    Geometric Probability and Random Cotype 2

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    Chapter

    Pages 139-148

    Several Remarks Concerning the Local Theory of L p Spaces

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    Chapter

    Pages 149-158

    On John-Type Ellipsoids

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    Chapter

    Pages 159-178

    Isomorphic Random Subspaces and Quotients of Convex and Quasi-Convex Bodies

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    Chapter

    Pages 179-192

    Almost Euclidean Subspaces of Real with p an Even Integer

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    Chapter

    Pages 193-235

    Geometric Parameters in Learning Theory

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    Chapter

    Pages 237-241

    Essential Uniqueness of an M-Ellipsoid of a Given Convex Body

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    Chapter

    Pages 243-268

    On the Thermodynamic Limit for Disordered Spin Systems

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    Chapter

    Pages 269-275

    On Read’s Proof that Is Not Amenable

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