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Strengthened Inequalities Improve Distribution Of States In Hilbert Space, Reducing Error By 2
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Strengthened Inequalities Improve Distribution Of States In Hilbert Space, Reducing Error By 2
Researchers have developed refined mathematical inequalities that more accurately determine the distribution of quantum states in complex systems, revealing a direct link between this distribution and the inherent limits of approximation accuracy, and confirming the optimality of specific state arrangements known as SICs and complete MUB sets for certain scenarios.
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