On embeddings of finite metric spaces in $l_\infty^n$

Details On embeddings of finite metric spaces in $l_\infty^n$ On embeddings of finite metric spaces in $l_\infty^n$

2009-03-25

arxiv.org/abs/0903.4355v1

Mathematics

Combinatorics

6 pages

Scientific paper

We prove that for any given integer $c>0$ any metric space on $n$ points may
be isometrically embedded into $l_{\infty}^{n-c}$ provided $n$ is large enough.

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