3 papers
math.FA2012
An Inversion Formula for Orlicz Norms and Sequences of Random Variables
Soeren Christensen, Joscha Prochno, Stiene Riemer
Given an Orlicz function , we show which random variables , generate the associated Orlicz norm, i.e., which random variables yield $\mathbb{E} \max\limits_{1\l…
math.FA2012
On the Maximum of Random Variables on Product Spaces
Joscha Prochno, Stiene Riemer
Let , , and , be iid p-stable respectively q-stable random variables, . We prove estimates for $\Ex_{Ω_1} \Ex_{Ω_2}\max_{i,j}\abs{a_{ij}ξ_…
math.FA2012
On the Expectation of the Norm of Random Matrices with Non-Identically Distributed
Stiene Riemer, Carsten Schuett
We give estimates for the expectation of the norm of random matrices with independent but not necessarily identically distributed entries.