Expected supremum of canonical processes with log-concave tails is equivalent up to universal constants to a functional on parameterized separation trees, with a polynomial-time approximation algorithm for finite cases.
Introduction to the non-asymptotic analysis of random matri- ces.Compressed sensing
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The Dual Majorizing Measure Theorem for Canonical Processes
Expected supremum of canonical processes with log-concave tails is equivalent up to universal constants to a functional on parameterized separation trees, with a polynomial-time approximation algorithm for finite cases.