On singular values of matrices with independent rows
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Mendelson, Shahar
Pajor, Alain
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Chapman & Hall
Abstract
We present deviation inequalities of random operators of the form N- 1Σi=1N Xi ⊗ X ifrom the average operator E(X ⊗ X), where Xi are independent random vectors distributed as X, which is a random vector in double strok R signn" or in ℓ2 We use thes
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Bernoulli
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2037-12-31