Let 0 < mI ≤ A ≤ m′I ≤ M′I ≤ B ≤ MI and p ≥ 1. Then for every positive unital linear map Φ, Φ 2p ( A ∇ t B )≤ ( K( h,2 ) 4 1 p −1 ( 1+Q( t ) ( log M' m' ) 2 ) ) 2p Φ 2p ( A ♯ t B ) Φ 2p ( A ∇ t B )≤ ( ...
In the paper we consider the chance-constrained version of an affinely perturbed linear matrix inequality (LMI) constraint, assuming the primitive perturbations to be independent with light-tail ...
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