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Ferenczi, Valentin - Institut de Mathématiques de Jussieu, Université Pierre-et-Marie-Curie, Paris 6
ERGODIC BANACH SPACES Valentin Ferenczi and Christian Rosendal
arXiv:math.FA/0406477v123Jun2004 Some equivalence relations which are Borel
Real hereditarily indecomposable Banach spaces and uniqueness of complex structure
ON STRONGLY ASYMPTOTIC p SPACES AND S. J. DILWORTH, V. FERENCZI, DENKA KUTZAROVA, AND E. ODELL
SOME STRONGLY BOUNDED CLASSES OF BANACH SPACES PANDELIS DODOS AND VALENTIN FERENCZI
Submitted exclusively to the London Mathematical Society doi:10.1112/S0000000000000000
On the number of non-isomorphic subspaces of a Banach space.
Topological 0-1 laws for subspaces of a Banach space with a Schauder basis
On the number of permutatively inequivalent basic sequences in a Banach space
Minimal subspaces and isomorphically homogeneous sequences in a Banach space
Some results about the Schroeder-Bernstein Property for separable Banach spaces
STUDIA MATHEMATICA * (*) (200*) A Banach space dichotomy theorem for
arXiv:math.FA/0610289v19Oct2006 THE COMPLEXITY OF CLASSIFYING SEPARABLE BANACH
arXiv:0704.1459v1[math.FA]11Apr2007 Even infinite dimensional real Banach spaces
arXiv:0706.3861v3[math.FA]30Jul2007 Countable groups of isometries on Banach
Proceedings title, 129 c de Gruyter 2007 Complexity and homogeneity in Banach spaces
