A semidefinite programming formulation computes the device-dependent guessing probability for quantum prepare-and-measure setups, yielding exact certifiable randomness amounts and showing entanglement boosts adversary predictive power.
Maximal intrinsic randomness of noisy quantum measurements
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Unbiased extremal rank-one measurements generate characterized randomness in dimension 2, with tetrahedral SIC having the least, and SICs achieve maximal 2 log d randomness device-dependently in dimensions where they exist.
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A semi-definite programming formulation of the device-dependent guessing probability
A semidefinite programming formulation computes the device-dependent guessing probability for quantum prepare-and-measure setups, yielding exact certifiable randomness amounts and showing entanglement boosts adversary predictive power.
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Quantum randomness beyond projective measurements
Unbiased extremal rank-one measurements generate characterized randomness in dimension 2, with tetrahedral SIC having the least, and SICs achieve maximal 2 log d randomness device-dependently in dimensions where they exist.