- Weakly null sequences in L 1 William B. Johnson y , Bernard Maurey, and Gideon Schechtman z
- BANACH SPACES DETERMINED BY THEIR UNIFORM STRUCTURES by William B. Johnson* yz , Joram Lindenstrauss z+ , and Gideon Schechtman z+
- Lipschitz quotients from metric trees and from Banach spaces containing ` 1 *
- Complexity Measures of Sign Matrices Nati Linial
- A CHARACTERIZATION OF RELATIVELY DECOMPOSABLE BANACH LATTICES
- Approximate Gaussian isoperimetry for k sets Gideon Schechtman
- Preprint (1999), Embedding subspaces of L p into ` N
- AN ``ISOMORPHIC'' VERSION OF DVORETZKY'S THEOREM by Vitali D. Milman* and Gideon Schechtman \Lambda
- Graphs with tiny vector chromatic numbers and huge chromatic numbers
- GLOBAL VS. LOCAL ASYMPTOTIC THEORIES OF FINITE DIMENSIONAL NORMED SPACES
- The Shattering dimension of sets of linear functionals Shahar Mendelson
- Planar Earthmover is not in L1 Microsoft Research
- Extremal configurations for moments of sums of independent positive random variables
- Lower bounds on quantum multiparty communication complexity Department of Computer Science
- Tight embedding of subspaces of Lp in n Gideon Schechtman
- Concentration on the ` n G. Schechtman 1 and J. Zinn 2
- On the Gaussian measure of the intersection of symmetric, convex sets
- MAXIMAL ` n p STRUCTURES IN SPACES WITH
- The random version of Dvoretzky's theorem in n Gideon Schechtman
- Averages of norms and quasinorms \Lambda A.E. Litvak
- Special orthogonal splittings of L 2k Gideon Schechtman
- Finite dimensional subspaces of L p William B. Johnson 1
- On Characterization of Two-Sample U-Statistics
- Stabilizing isomorphisms from p (2) into Lp [0, 1] and Gideon Schechtman
- Commutators on Lp, 1 p < , W. B. Johnson
- Uniform Quotient Mappings of the Plane W. B. Johnson 12 , J. Lindenstrauss 2 3 , D. Preiss and G. Schechtman 2 3
- Almost Fr'echet differentiability of Lipschitz mappings between infinite dimensional Banach
- AFFINE APPROXIMATION OF LIPSCHITZ FUNCTIONS AND NONLINEAR QUOTIENTS
- Two observations regarding embedding subsets of Euclidean spaces in normed spaces
- Lower bounds for local versions of dimension reductions Gideon Schechtman, Adi Shraibman
- Block bases of the Haar system as complemented subspaces of L p
- AN ``ISOMORPHIC'' VERSION OF DVORETZKY'S THEOREM, II by Vitali D. Milman and Gideon Schechtman
- Concentration, results and applications Gideon Schechtman 1
- An editorial comment on the preceding paper Gideon Schechtman \Lambda
- Non-linear factorization of linear operators William B. Johnson
- Dimension Reduction in Lp, 0 < p < 2 Gideon Schechtman
- BOURGAIN'S DISCRETIZATION THEOREM OHAD GILADI, ASSAF NAOR, AND GIDEON SCHECHTMAN
