Group theoretical study of LOCC-detection of maximally entangled state using hypothesis testing
arXiv:0810.3380 · doi:10.1088/1367-2630/11/4/043028
Abstract
In the asymptotic setting, the optimal test for hypotheses testing of the maximally entangled state is derived under several locality conditions for measurements. The optimal test is obtained in several cases with the asymptotic framework as well as the finite-sample framework. In addition, the experimental scheme for the optimal test is presented.
References in corpus (7)
- The Quantum Chernoff Bound
- The Chernoff lower bound for symmetric quantum hypothesis testing
- Error Exponent in Asymmetric Quantum Hypothesis Testing and Its Application to Classical-Quantum Channel coding
- The Converse Part of The Theorem for Quantum Hoeffding Bound
- Construction of extremal local positive operator-valued measures under symmetry
- Hypothesis testing for an entangled state produced by spontaneous parametric down conversion
- Discrete realization of group symmetric LOCC-detection of maximally entangled state