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A subgaussian embedding theorem

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Authors

Mendelson, Shahar
Tomczak-Jaegermann, Nicole

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Magnes Press

Abstract

We prove a subgaussian extension of a Gaussian result on embedding subsets of a Euclidean space into normed spaces. Using the concentration of a random subgaussian vector around its mean we obtain an isomorphic (rather than almost isometric) result, under an additional cotype assumption on the normed space considered.

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Israel Journal of Mathematics

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Restricted until

2037-12-31