Two universal criteria are introduced to certify genuine high-dimensional quantum teleportation by fully identifying the entanglement dimension of the resource.
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Penalized N-product Bell inequalities allow the critical detection efficiency for any original Bell inequality to decay exponentially with N by parallelizing N tests across orthogonal subspaces.
A family of positive but not completely positive maps on 4D space is constructed and applied to detect bound entanglement in 4⊗4 systems.
citing papers explorer
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General Criteria for Certifying Genuine High-Dimensional Quantum Teleportation
Two universal criteria are introduced to certify genuine high-dimensional quantum teleportation by fully identifying the entanglement dimension of the resource.
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Exponentially decreasing critical detection efficiency for any Bell inequality
Penalized N-product Bell inequalities allow the critical detection efficiency for any original Bell inequality to decay exponentially with N by parallelizing N tests across orthogonal subspaces.
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Bound entanglement detection in $4 \otimes 4$ systems via generalized Choi maps
A family of positive but not completely positive maps on 4D space is constructed and applied to detect bound entanglement in 4⊗4 systems.