Richard Lechner, Markus Passenbrunner, Joscha Prochno
Published 2014-11-25Version 1
We prove uniform estimates for the expected value of averages of order statistics of matrices in terms of their largest entries. As an application, we obtain similar probabilistic estimates for $\ell_p$ norms via real interpolation.
Concentration inequalities for order statistics
Order statistics and concentration of l_r norms for log-concave vectors
Uniform estimates for order statistics and Orlicz functions
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