Temporal nonlocality robustness TNR of a qudit resides entirely in the input state and certifies temporal teleportation up to the limit (d-1)/d.
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A geometric construction via shortest-distance projection to the convex set of useless states yields optimal teleportation witnesses and a necessary-and-sufficient usefulness criterion for arbitrary two-qudit states.
Most symmetric separable states with conserved charge N are not symmetrically separable, with number entanglement showing Gaussian concentration around a strictly positive value.
Two universal criteria are introduced to certify genuine high-dimensional quantum teleportation by fully identifying the entanglement dimension of the resource.
The phase quantum walk replaces the shift operator with a conditional phase gate to enable distribution of arbitrary graph states with a universal local Z correction that works for any topology.
Quantum teleportation of coherent states achieved over a thermal microwave network at up to 4 K with fidelities of 72.3% at 1 K and 59.9% at 4 K exceeding thresholds.
Photon addition and subtraction enhance Gaussian-source heralded generation of dual-rail Bell, GHZ, and W states with improved fidelity and success probability.
citing papers explorer
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Temporal nonlocality of a qudit resides in the input state, not the channel, and certifies temporal teleportation up to a fundamental limit
Temporal nonlocality robustness TNR of a qudit resides entirely in the input state and certifies temporal teleportation up to the limit (d-1)/d.
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Geometric Construction of Optimal Teleportation Witnesses
A geometric construction via shortest-distance projection to the convex set of useless states yields optimal teleportation witnesses and a necessary-and-sufficient usefulness criterion for arbitrary two-qudit states.
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The typicality of symmetry-induced entanglement
Most symmetric separable states with conserved charge N are not symmetrically separable, with number entanglement showing Gaussian concentration around a strictly positive value.
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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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The Phase Quantum Walk: A Unified Framework for Graph State Distribution in Quantum Networks
The phase quantum walk replaces the shift operator with a conditional phase gate to enable distribution of arbitrary graph states with a universal local Z correction that works for any topology.
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Quantum teleportation over thermal microwave network
Quantum teleportation of coherent states achieved over a thermal microwave network at up to 4 K with fidelities of 72.3% at 1 K and 59.9% at 4 K exceeding thresholds.
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Heralded entangled state generation enhanced by photon addition and subtraction
Photon addition and subtraction enhance Gaussian-source heralded generation of dual-rail Bell, GHZ, and W states with improved fidelity and success probability.