Remarks on quasi-isometric non-embeddability into uniformly convex Banach spaces

Details Remarks on quasi-isometric non-embeddability into uniformly convex Banach spaces Remarks on quasi-isometric non-embeddability into uniformly convex Banach spaces

2005-06-10

arxiv.org/abs/math/0506178v3

Mathematics

Metric Geometry

This paper has been withdrawn

Scientific paper

We construct a locally finite graph and a bounded geometry metric space which
do not admit a quasi-isometric embedding into any uniformly convex Banach
space. Connections with the geometry of $c_0$ and superreflexivity are
discussed.

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