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math.FA2005

Lattice structures and spreading models

S. J. Dilworth, E. Odell, B. Sari

We consider problems concerning the partial order structure of the set of spreading models of Banach spaces. We construct examples of spaces showing that the possible structure of…

math.FA2005

On Asymptotically Symmetric Banach Spaces

M. Junge, D. Kutzarova, E. Odell

We define and study asymptotically symmetric Banach spaces (a.s.) and its variations: weakly a.s. (w.a.s.) and weakly normalized a.s. (w.n.a.s.). If X is a.s. then all spreading mo…

math.FA200412 cited

Weakly null sequences in the Banach space C(K)

I. Gasparis, E. Odell, B. Wahl

The hierarchy of the block bases of transfinite normalized averages of a normalized Schauder basic sequence is introduced and a criterion is given for a normalized weakly null sequ…

math.FA2003

The Diameter of the Isomorphism Class of a Banach Space

W. B. Johnson, E. Odell

We prove that if X is a separable infinite dimensional Banach space then its isomorphism class has infinite diameter with respect to the Banach-Mazur distance. One step in the proo…

math.FA2003

Weakly compact approximation in Banach spaces

Edward Odell, Hans-Olav Tylli

The Banach space has the weakly compact approximation property (W.A.P. for short) if there is a constant so that for any weakly compact set and $ε> 0…

math.FA20032 cited

On the structure of the spreading models of a Banach space

G. Androulakis, E. Odell, Th. Schlumprecht +1

We study some questions concerning the structure of the set of spreading models of a separable infinite-dimensional Banach space . In particular we give an example of a reflexiv…