- The Johnson-Lindenstrauss lemma almost characterizes Hilbert space, but not quite
- SUBSPACES AND QUOTIENTS OF BANACH SPACES WITH SHRINKING UNCONDITIONAL BASES
- LIPSCHITZ ppp-SUMMING OPERATORS JEFFREY D. FARMER AND WILLIAM B. JOHNSON
- ON COMPLEMENTED VERSIONS OF JAMES'S DISTORTION WILLIAM B. JOHNSON
- Several remarks concerning the local theory of L p William B. Johnson Gideon Schechtman y
- Almost Frechet di#erentiability of Lipschitz mappings between infinite dimensional Banach
- # p (p > 2) Does Not Coarsely Embed Into a Hilbert Space
- Basic concepts in the geometry of Banach spaces William B. Johnson 1
- PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
- ON COMPLEMENTED VERSIONS OF JAMES'S DISTORTION WILLIAM B. JOHNSON + AND NARCISSE RANDRIANANTOANINA #
- SOME APPROXIMATION PROPERTIES OF BANACH SPACES AND BANACH LATTICES
- Diamond graphs and super-reflexivity William B. Johnson
- GEOMETRY OF BANACH SPACES AND BIORTHOGONAL SYSTEMS
- Lipschitz quotients from metric trees and from Banach spaces containing # 1
- THE ``FULL M UNTZ THEOREM'' IN L p [0, 1] FOR 0 < p < #
- SOME APPROXIMATION PROPERTIES OF BANACH SPACES AND BANACH LATTICES
- The JohnsonLindenstrauss lemma almost characterizes Hilbert space, but not quite
- Weakly null sequences in L 1 # William B. Johnson + , Bernard Maurey, and Gideon Schechtman #
- A CHARACTERIZATION OF SUBSPACES AND QUOTIENTS OF REFLEXIVE BANACH SPACES WITH UNCONDITIONAL
- COVERING A COMPACT SET IN A BANACH SPACE BY AN OPERATOR RANGE OF A BANACH SPACE WITH
- THE DIAMETER OF THE ISOMORPHISM CLASS OF A BANACH W. B. JOHNSON AND E. ODELL
- Houston Journal of Mathematics # 2050 University of Houston
- Lipschitz psumming Operators # Je#rey D. Farmer and William B. Johnson +
- Multiplication operators on L(L p ) and # p strictly singular operators #
- COMPLEMENTABLY UNIVERSAL BANACH SPACES, W. B. JOHNSON AND A. SZANKOWSKI
- Multiplication operators on L(Lp) and p-strictly singular operators
- Very tight embeddings of subspaces of L p , 1 p < 2, William B. Johnson Gideon Schechtman y
- `p (p > 2) Does Not Coarsely Embed Into a Hilbert Space
- SEPARABLE LIFTING PROPERTY AND EXTENSIONS OF LOCAL REFLEXIVITY
- ON COMPLEMENTED VERSIONS OF JAMES'S DISTORTION THEOREMS
- The Johnson-Lindenstrauss lemma almost characterizes Hilbert space, but not quite
- THE "FULL MU"NTZ THEOREM" IN Lp[0, 1] FOR 0 < p < 1 Tam'as Erd'elyi and William B. Johnson
- AFFINE APPROXIMATION OF LIPSCHITZ FUNCTIONS AND NONLINEAR QUOTIENTS
- GEOMETRY OF BANACH SPACES AND BIORTHOGONAL SYSTEMS
- PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
- THE DIAMETER OF THE ISOMORPHISM CLASS OF A BANACH SPACE
- COMPLEMENTABLY UNIVERSAL BANACH SPACES, II
- AFFINE APPROXIMATION OF LIPSCHITZ FUNCTIONS AND NONLINEAR QUOTIENTS
- Finite dimensional subspaces of L p William B. Johnson 1
- Diamond graphs and superreflexivity # William B. Johnson + and Gideon Schechtman #
- SEPARABLE LIFTING PROPERTY AND EXTENSIONS OF LOCAL REFLEXIVITY
- Stochastic approximation properties in Banach spaces
- COVERING A COMPACT SET IN A BANACH SPACE BY AN OPERATOR RANGE OF A BANACH SPACE WITH
- Uniform Quotient Mappings of the Plane by
- Multiplication operators on L(Lp ) and `p -strictly singular operators
- Basic concepts in the geometry of Banach spaces William B. Johnson 1
- SOME APPROXIMATION PROPERTIES OF BANACH SPACES AND BANACH LATTICES
- Almost Fr'echet differentiability of Lipschitz mappings between infinite dimensional Banach
- Lipschitz quotients from metric trees and from Banach spaces containing `1
- Uniform Quotient Mappings of the Plane W. B. Johnson 12 , J. Lindenstrauss 2 3 , D. Preiss and G. Schechtman 2 3
- Submitted exclusively to the London Mathematical Society doi:10.1112/0000/000000
- Lipschitz p-summing Operators Jeffrey D. Farmer and William B. Johnson
- COMPLEMENTABLY UNIVERSAL BANACH SPACES, W. B. JOHNSON AND A. SZANKOWSKI
- J. Eur. Math. Soc. 10, 11051119 c European Mathematical Society 2008 William B. Johnson Gideon Schechtman
- A CHARACTERIZATION OF SUBSPACES AND QUOTIENTS OF REFLEXIVE BANACH SPACES WITH UNCONDITIONAL
- Stochastic approximation properties in Banach V. P. Fonf , W. B. Johnson y , G. Pisier z , and D. Preiss
- A CHARACTERIZATION OF SUBSPACES AND QUOTIENTS OF REFLEXIVE BANACH SPACES WITH UNCONDITIONAL
- Weakly null sequences in L1 William B. Johnsony, Bernard Maurey, and Gideon Schechtmanz
- Diamond graphs and super-reflexivity William B. Johnsonyand Gideon Schechtmanz
- Houston Journal of Mathematics Oc 2050 University of Houston
- Very tight embeddings of subspaces of Lp , 1 p < 2, n
- Several remarks concerning the local theory of Lp spaces
- Lipschitz p-summing Operators Jeffrey D. Farmer and William B. Johnsony
- Finite dimensional subspaces of Lp William B. Johnson 1
- Commutators on Lp, 1 p < , W. B. Johnson
- SOME APPROXIMATION PROPERTIES OF BANACH SPACES AND BANACH LATTICES
- HEREDITARY APPROXIMATION PROPERTY W. B. JOHNSON AND A. SZANKOWSKI
- COMMUTATORS ON ( q)p DONGYANG CHEN, WILLIAM B. JOHNSON, AND BENTUO ZHENG
- A quantitative version of the commutator theorem for zero trace matrices
