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Geometric Aspects of Functional Analysis
(Englisch)
Israel Seminar (GAFA) 1987-88
Lindenstrauss, Joram & Milman, Vitali D.

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Geometric Aspects of Functional Analysis

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  • Springer Gabler
    in Springer-Verlag GmbH
    Heidelberger Platz 3
    DE-14197 Berlin
Moluna-Artikelnummer
  • 4891908

Produktbeschreibung

Hilbert's 13th problem and dimension.- On the duality problem for entropy numbers of operators.- Isotropic position and inertia ellipsoids and zonoids of the unit ball of a normed n-dimensional space.- An "isomorphic” version of the sauer-shelah lemma and the banach-mazur distance to the cube.- On complemented subspaces of H 1 and VMO.- An approximation theorem for vector valued functions.- Geometry of finite dimensional subspaces and quotients of L p.- Estimates of bernstein widths of sobolev spaces.- Probabilistic proofs of existence of rare events.- On the behavior of the constant in the littlewood-paley inequality.- On kolmogorov's rearrangement problem for orthogonal systems and garsia's conjecture.- Volumes of sections of cubes and related problems.- On santaló's inequality.- Estimates related to steiner symmetrizations.- A remark concerning the dependence on ? in dvoretzky's theorem.- Almost euclidean sections in spaces with a symmetric basis.

Hilbert's 13th problem and dimension.- On the duality problem for entropy numbers of operators.- Isotropic position and inertia ellipsoids and zonoids of the unit ball of a normed n-dimensional space.- An "isomorphic" version of the sauer-shelah lemma and the banach-mazur distance to the cube.- On complemented subspaces of H 1 and VMO.- An approximation theorem for vector valued functions.- Geometry of finite dimensional subspaces and quotients of L p.- Estimates of bernstein widths of sobolev spaces.- Probabilistic proofs of existence of rare events.- On the behavior of the constant in the littlewood-paley inequality.- On kolmogorov's rearrangement problem for orthogonal systems and garsia's conjecture.- Volumes of sections of cubes and related problems.- On santaló's inequality.- Estimates related to steiner symmetrizations.- A remark concerning the dependence on ? in dvoretzky's theorem.- Almost euclidean sections in spaces with a symmetric basis.

Inhaltsverzeichnis



Hilbert's 13th problem and dimension.- On the duality problem for entropy numbers of operators.- Isotropic position and inertia ellipsoids and zonoids of the unit ball of a normed n-dimensional space.- An ¿isomorphic¿ version of the sauer-shelah lemma and the banach-mazur distance to the cube.- On complemented subspaces of H 1 and VMO.- An approximation theorem for vector valued functions.- Geometry of finite dimensional subspaces and quotients of L p.- Estimates of bernstein widths of sobolev spaces.- Probabilistic proofs of existence of rare events.- On the behavior of the constant in the littlewood-paley inequality.- On kolmogorov's rearrangement problem for orthogonal systems and garsia's conjecture.- Volumes of sections of cubes and related problems.- On santaló's inequality.- Estimates related to steiner symmetrizations.- A remark concerning the dependence on ? in dvoretzky's theorem.- Almost euclidean sections in spaces with a symmetric basis.


Klappentext

Hilbert's 13th problem and dimension.- On the duality problem for entropy numbers of operators.- Isotropic position and inertia ellipsoids and zonoids of the unit ball of a normed n-dimensional space.- An ¿isomorphic¿ version of the sauer-shelah lemma and the banach-mazur distance to the cube.- On complemented subspaces of H 1 and VMO.- An approximation theorem for vector valued functions.- Geometry of finite dimensional subspaces and quotients of L p.- Estimates of bernstein widths of sobolev spaces.- Probabilistic proofs of existence of rare events.- On the behavior of the constant in the littlewood-paley inequality.- On kolmogorov's rearrangement problem for orthogonal systems and garsia's conjecture.- Volumes of sections of cubes and related problems.- On santal¿'s inequality.- Estimates related to steiner symmetrizations.- A remark concerning the dependence on ? in dvoretzky's theorem.- Almost euclidean sections in spaces with a symmetric basis.




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