Abstract
We study a concentration property of product probability measures with respect to the supremum distance. This property is shown to be equivalent to the conditions given by de Haan and Ridder for the stochastic boundedness of centred extreme samples.
Citation
Sergey G. Bobkov. Christian Houdré. "Weak dimension-free concentration of measure." Bernoulli 6 (4) 621 - 632, August 2000.
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