Some Questions Arising from the Homogeneous Banach Space Problem

Details Some Questions Arising from the Homogeneous Banach Space Problem Some Questions Arising from the Homogeneous Banach Space Problem

1992-05-21

arxiv.org/abs/math/9205207v1

Mathematics

Functional Analysis

Scientific paper

We review the current state of the homogeneous Banach space problem. We then formulate several questions which arise naturally from this problem, some of which seem to be fundamental but new. We give many examples defining the bounds on the problem. We end with a simple construction showing that every infinite dimensional Banach space contains a subspace on which weak properties have become stable (under passing to further subspaces). Implications of this construction are considered.

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