The mixture-sequential quantum probability ratio test achieves optimal Type-I and worst-case Type-II error exponents in composite sequential quantum hypothesis testing, characterized by minimal measured relative entropies, with a matching converse.
Asymptotics of sequential composite hypothesis testing under probabilistic constraints
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Optimal Error Exponents for Composite Sequential Quantum Hypothesis Testing
The mixture-sequential quantum probability ratio test achieves optimal Type-I and worst-case Type-II error exponents in composite sequential quantum hypothesis testing, characterized by minimal measured relative entropies, with a matching converse.