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  1. Geometric and Functional Analysis
  2. Geometric and Functional Analysis : Volume 13
  3. Geometric and Functional Analysis : Volume 13, Issue 3, June 2003
  4. Equilateral Sets in l p n
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Geometric and Functional Analysis : Volume 27
Geometric and Functional Analysis : Volume 26
Geometric and Functional Analysis : Volume 25
Geometric and Functional Analysis : Volume 24
Geometric and Functional Analysis : Volume 23
Geometric and Functional Analysis : Volume 22
Geometric and Functional Analysis : Volume 21
Geometric and Functional Analysis : Volume 20
Geometric and Functional Analysis : Volume 19
Geometric and Functional Analysis : Volume 18
Geometric and Functional Analysis : Volume 17
Geometric and Functional Analysis : Volume 16
Geometric and Functional Analysis : Volume 15
Geometric and Functional Analysis : Volume 14
Geometric and Functional Analysis : Volume 13
Geometric and Functional Analysis : Volume 13, Issue 6, December 2003
Geometric and Functional Analysis : Volume 13, Issue 5, October 2003
Geometric and Functional Analysis : Volume 13, Issue 4, August 2003
Geometric and Functional Analysis : Volume 13, Issue 3, June 2003
Equilateral Sets in l p n
Small eigenvalues of the conformal Laplacian
Kazhdan's Property (T) for the unitary group of aseparable Hilbert space
Noncommutative potential theory and the sign of the curvature operator in Riemannian geometry
Finite jet determination of local analytic CR automorphisms and their parametrization by 2-jets in the finite type case
Szegő limit theorems
Sharp upper bound on the blow-up rate for the critical nonlinear Schrödinger equation
Property (T) and Kazhdan constants for discrete groups
Geometric and Functional Analysis : Volume 13, Issue 2, February 2003
Geometric and Functional Analysis : Volume 13, Issue 1, February 2003
Geometric and Functional Analysis : Volume 12
Geometric and Functional Analysis : Volume 11
Geometric and Functional Analysis : Volume 10
Geometric and Functional Analysis : Volume 9
Geometric and Functional Analysis : Volume 8
Geometric and Functional Analysis : Volume 7

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Equilateral Sets in l p n

Content Provider Springer Nature Link
Author Alon, ga Pudlák, Pavel
Copyright Year 2003
Abstract We show that for every odd integer p ≥1 there is an absolute positive constantc p , so that the maximum cardinality of a set of vectors in R n such that the l p distance between any pair is precisely 1, is at most c p n log n. We prove some upper bounds for other l p norms as well.
Starting Page 467
Ending Page 482
Page Count 16
File Format PDF
ISSN 1016443X
Journal Geometric and Functional Analysis
Volume Number 13
Issue Number 3
e-ISSN 14208970
Language English
Publisher Birkhäuser-Verlag
Publisher Date 2003-01-01
Publisher Place Basel
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword ((no keywords))
Content Type Text
Resource Type Article
Subject Analysis Geometry and Topology
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