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Geometrical Aspects Of Functional Analysis: Israel Seminar, 1985-1986 Geometric Aspects Of Functional Analysis by M. Gromov (auth.), Joram Lindenstrauss, Vitali D. Milman (eds.) is a nonfiction available to read on EtoBox.

What is Geometrical Aspects Of Functional Analysis: Israel Seminar, 1985-1986 Geometric Aspects Of Functional Analysis about?

These Are The Proceedings Of The Israel Seminar On The Geometric Aspects Of Functional Analysis (gafa) Which Was Held Between October 1985 And June 1986. The Main Emphasis Of The Seminar Was On The Study Of The Geometry Of Banach Spaces And In Particular The Study Of Convex Sets In And Infinite-dimensional Spaces. The Greater Part Of The Volume Is Made Up Of Original Research Papers; A Few Of The Papers Are Expository In Nature. Together, They Reflect The Wide Scope Of The Problems Studied At Present In The Framework Of The Geometry Of Banach Spaces. Contents: M. Gromov: Monotonicity Of The Volume Of Intersection Of Balls -- J. Bourgain: On Lattice Packing Of Convex Symmetric Sets In Rn -- V.d. Milman: Diameter Of A Minimal Invariant Subset Of Equivariant Lipschitz Actions On Compact Subsets Of -- J. Lindenstrauss, A. Szankowski: The Relation Between The Distance And The Weak Distance For Spaces With A Symmetric Basis -- J. Bourgain, L. Tzafriri: Complements Of Subspaces Of , Which Are Uniquely Determined -- G. Schechtman: Embedding Spaces Into -- V.d. Milman: Some Remarks On Urysohn's Inequality And Volume Ratio Of Cotype 2-spaces -- H. König, V.d. Milman: On The Covering Numbers

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Author
M. Gromov (auth.), Joram Lindenstrauss, Vitali D. Milman (eds.)
Publisher
Springer-Verlag Berlin Heidelberg
Published
1987
Language
EN
ISBN
9783540477716
Category
nonfiction
Subjects
Mathematics, Stem

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