Ju l 1 99 2 On Weakly Null FDD ’ s in Banach Spaces

Abstract

In this paper we show that every sequence (F n) of finite dimensional subspaces of a real or complex Banach space with increasing dimensions can be " refined " to yield an F.D.D. (G n), still having increasing dimensions, so that either every bounded sequence (x n), with x n ∈ G n for n ∈ IN, is weakly null, or every normalized sequence (x n), with x n ∈ G… (More)

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Cite this paper

@inproceedings{Odell1993JuL1, title={Ju l 1 99 2 On Weakly Null FDD ’ s in Banach Spaces}, author={E. W. Odell and Harald Rosenthal and Th. Schlumprecht}, year={1993} }