- TeX files of older papers can be downloaded from the
Banach Space Bulletin Board.

*Last updated July 16, 2018*

135. * Ideals in L(L _{1}), * (submitted)
(with G. Pisier and G. Schechtman).
PDF

134. * Embedding Banach spaces into the space of bounded functions with countable support, * (submitted) (with
T. Kania).
PDF

133. * Some 20+ year old problems about Banach spaces, * Proc. Int. Cong. of Math. (2018) Rio de Janeiro, Vol. 2 (1669-1686) PDF

132. * Quotients of essentially Euclidean spaces, * Canadian Math. Bull. (to appear) (with
T. Figiel PDF

131. * Representing completely continuous operators through weakly ∞-compact operators, * Bull. London Math. Soc. (2016), 452-456. (with R. Lillemets and E. Oja), PDF

130. * The Lidskii trace property and the nest approximation property in Banach spaces, * J. Functional Analysis 271 (2016), 566-576. (with
T. Figiel
PDF

129. * The Dual Form of the Approximation Property for a
Banach Space and a Subspace, * Studia Math. 231 (2015), 287-292. (with
T. Figiel
PDF

128. * Closed ideals of operators on and complemented subspaces of Banach
spaces of functions with countable support, * Proc. AMS 144 no. 10 (2016), 4471-4485. (with
T. Kania and G. Schechtman).
PDF

127. * A Schauder basis for L _{1}(0, ∞) consisting of non-negative functions, * Illinois J. Math. no. 2 (2015), 337-344.
(with G. Schechtman). PDF

126. * Injective Tauberian operators on L _{1} and operators with dense range on l_{∞}, * Canadian Math. Bull. 58 (2) (2015), 276-280
(with Amir Bahman Nasseri, G. Schechtman, and Tomasz Tkocz).
PDF
Published Version

125. * The cluster value problem for Banach spaces, * Illinois J. Math. (to appear)
(with Sofia Ortega-Castillo ).
PDF

124. * The trace formula in Banach spaces, * Israel J. Math. 203 (2014) no. 1, 389-404 (with A. Szankowski ). PDF

123. * On mean ergodic convergence in the Calkin algebras, * Proc. AMS 143 (2015), 2451-2457 (with March T. Boedihardjo ). PDF

122. * Subspaces of L _{p} that embed into L_{p}(μ) with μ finite, * Israel J. Math. 203 (2014) no. 1, 211-222
(with G. Schechtman). PDF
Published Version

121. * The cluster value problem in spaces of continuous functions, * Proc. AMS 143 (2015), 1559-1568
(with Sofia Ortega-Castillo ).
PDF

120. * A quantitative version of the commutator theorem for zero trace matrices, * Proc. Nat. Acad. Sci. 110 (2013), 19251-19255.
(with N. Ozawa and G. Schechtman).
PDF

119.1. * Corrigendum to Theorem 2.10 of " Commutators on (∑ l _{q})_{p}", * Studia Math. 223 (2014), no. 2, 187--191
(with D. Chen and B. Zheng).
PDF

119. * Commutators on (∑ l _{q})_{p}, * Studia Math. 206 (2011), 175-190.
(with D. Chen and B. Zheng).
PDF

118. * Commutators on L _{p}, 1 ≤ p < ∞, * J. Amer. Math. Soc. 26 (2013), 101-127
(with D. Dosev and G. Schechtman).
PDF

117. * Some more Banach spaces that have the hereditary approximation property, * Annals Math. 176 (2012), 1987-2001
(with A. Szankowski).
PDF

116. * Subspaces and quotients of Banach spaces with shrinking unconditional bases, * Israel J. Math. 185 (2011), 375-388 (with B. Zheng).
PDF

115. * Commutators on l _{∞},
* Bull. London Math. Soc. 43 (2010), 155-169 (with Detelin Dosev).
PDF

114. * Some approximation properties of Banach spaces and Banach lattices, *
Israel J. Math. 183 (2011), 199--231
(with T. Figiel and A. Pelczynski ).
DVI
postscript
PDF
Final Corrected Version-PDF

113. * Diamond graphs and super-reflexivity, * J. Topology and Analysis 1 no. 2 (2009), 177-189.
(with G. Schechtman).
DVI
postscript
PDF

112. * Lipschitz p-summing operators, * Proc. AMS 137 no. 9 (2009), 2989-2995,
(with J. D. Farmer).
(published version-PDF)
Final Corrected Version-PDF

111. * The Johnson-Lindenstrauss lemma almost characterizes Hilbert space, but not quite, *
SODA 2009 and Discrete and Computational Geometry 43 no. 3 (2010), 542-553.
(with Assaf Naor).
DVI
postscript
PDF

110. * Complementably universal Banach spaces, II, * J. Functional Analysis 257 (2009), 3395-3408.
(with A. Szankowski).
DVI
postscript
PDF

109. * Multiplication operators on L(L _{p}) and l_{p}-strictly singular
operators, * J. European Math. Society 10 1105-1119 (2008), (with G. Schechtman).
DVI
postscript
PDF
(published version-PDF)

108. * A characterization of subspaces and quotients of reflexive Banach spaces with unconditional basis, *
Duke Math. J. 141 no. 3 (2008), 505-518 (with B. Zheng).
DVI
postscript
PDF

107. * Non-linear factorization of linear operators, *
Bulletin London Math. Soc. 41 (2009), no. 4, 663-668
(with B. Maurey and G. Schechtman).
PDF

106. * On complemented versions of
James's distortion theorems, * Proc. AMS 135 no. 9 (2007), 2751-2757
(with N. Randriantoanina).
DVI
postscript
PDF

105. * Weakly null sequences in L _{1}, * J. Amer. Math.
Soc. 20 (2007), 25-36
(with B. Maurey and G. Schechtman).
DVI
postscript

104. * l _{p} (p > 2) does not coarsely embed into a Hilbert space,
* Proc. AMS (2005), 1045-1050
(with N. Lovasoa Randrianarivony).
DVI
postscript

103. *
The diameter of the isomorphism class of a Banach space, *
Annals Math. 162 (2005), 423-437
(with E. Odell).
DVI
postscript

102. *
Several remarks concerning the local theory of L _{p} spaces, *
Geometric aspects of
functional analysis, Lecture notes in Mathematics 1850, Springer-Verlag, (2004), 139-148, (with G. Schechtman).
DVI
postscript

101. *
Very tight embeddings of subspaces of L _{p}, 1< p<2, into
*l

100. *
Stochastic approximation properties in Banach spaces, * Studia Math. 159 (1) (2003), 103-119
(with
V. P. Fonf,
G. Pisier,
and
D. Preiss).
DVI
postscript

99. *
Covering a compact set in a Banach space, *
Trans. Amer. Math. Soc. 358 no. 4 (2005), 1421-1434
(with
V. P. Fonf,
A. M. Plichko,
V. V. Shevchyk).
DVI
postscript

98. *
Lipschitz quotients from metric trees and from Banach
spaces containing *l_{1}*, *
J. Functional Analysis 194 (2002), 332-346 (with
J. Lindenstrauss,
D. Preiss, and G. Schechtman).
DVI
postscript

97. *
Power type uniform convexity of X via p-asymptotic uniform convexity
of * L_{p}(X), Houston J. Math. 29 (2003), 393-402 (with C. L. Garcia).
DVI
postscript

96. *
Almost Frechet differentiability
of Lipschitz mappings between
infinite dimensional Banach spaces, * Proc. London Math. Soc. (3) 84 (2002),
no. 3, 711-746 (with
J. Lindenstrauss,
D. Preiss, and G. Schechtman).
DVI
postscript

95. *
An example of an asymptotically Hilbertian space which fails the
approximation property, * Proc. AMS 129 no. 10 (2001), 3017-3023 (with
P. G. Casazza and C. L. Garcia).
DVI
postscript

94. *
Finite dimensional subspaces of * L_{p}, in Handbook of the geometry of Banach spaces, North-Holland
(2001) (with G. Schechtman).
DVI
postscript

93. * The "full Muntz theorem" in * L_{p}[0,1] *for 0 < p < infinity, * J. d'Analyse Math. 84 (2001), 145-172 (with Tamas Erdelyi).
DVI
postscript

92. * Geometry of Banach spaces and biorthogonal systems, * Studia Math. 140 (3) (2000), 243-271 (with Maria Girardi and
S. J. Dilworth).
DVI
postscript

91. * Separable lifting property and extensions of local reflexivity, * Illinois J. Math. 45 no. 1 (2001), 123-137 (with Timur Oikhberg).
DVI
postscript

90. * Basic
concepts in the geometry of Banach spaces, * in Handbook of the geometry of Banach spaces, North-Holland
(2001) (with J. Lindenstrauss).
DVI
postscript

89. * Uniform quotient mappings of the plane, * Mich. Math. J. 47 (2000), 15-31 (with
J. Lindenstrauss,
D. Preiss, and G. Schechtman).
DVI
postscript

88. * Affine approximation of Lipschitz functions and nonlinear
quotients, * Geometric and Functional Analysis 9 (1999), 1092-1127
(with S. Bates, J. Lindenstrauss,
D. Preiss, and
G. Schechtman).
DVI
postscript

87. *Extensions of *c_{0}, Positivity 1 (1997), 55-74.

86. *Universal non-completely-continuous operators,* Israel
J. Math. 99 (1997), 207-219 (with M. Girardi).

85. * A renorming of *l_{1}* and the optimality of James'
distortion theorem,* Proc. Amer. Math. Soc. 125 (1997), 167-174 (with
P. N. Dowling, C. J. Lennard, and J. B. Turrett).

84. *Extremal properties of Rademacher functions with applications
to the Khintchine and Rosenthal inequalities,*
Trans. Amer. Math. Soc. 349 (1997), 997-1027 (with T. Figiel, P. Hitczenko, G. Schechtman, and J. Zinn).

83. *Banach spaces determined by their uniform structures,*
Geometric and Functional Analysis 6 (1996), 430-470 (with J. Lindenstrauss and G. Schechtman).

82. *Extension of operators from weak*-closed subspaces of *
l_{1} *into C(K) spaces,* Studia Math. 117 (1995), 43-55
(with M. Zippin).

81. *Banach spaces with the 2-summing
property,* Trans. Amer. Math. Soc. 347 (1995), 3835-3858
(with A. Arias, T. Figiel, and G. Schechtman).

80. *The complete continuity property and finite dimensional
decompositions,* Canadian Math. Bull. 38 (1995), 207-214
(with M. Girardi).