A hybrid GHZ-BSM routing strategy outperforms pure BSM routing in square grid quantum networks but requires global-information adaptations to beat BSM in complex topologies such as Waxman, scale-free, and SURFnet.
Entanglement percolation in quantum networks
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For permutation-symmetric and certain magnetization-sector pure states, the total regionally localized entanglement around a hub is bounded by the block localized entanglement and block entanglement.
Polarization-dependent loss maps to a known distribution of singlet-conversion probabilities, so realistic photonic networks can be modeled by random entanglement percolation with PDL-induced edge randomness.
A review of quantum simulation, neuromorphic computation, the SYK model, and quantum batteries, with no new findings.
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Routing Entanglement in Complex Quantum Networks Using GHZ States
A hybrid GHZ-BSM routing strategy outperforms pure BSM routing in square grid quantum networks but requires global-information adaptations to beat BSM in complex topologies such as Waxman, scale-free, and SURFnet.
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Block entanglement bounds distribution of regionally localized entanglement
For permutation-symmetric and certain magnetization-sector pure states, the total regionally localized entanglement around a hub is bounded by the block localized entanglement and block entanglement.
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Random entanglement percolation on realistic quantum networks
Polarization-dependent loss maps to a known distribution of singlet-conversion probabilities, so realistic photonic networks can be modeled by random entanglement percolation with PDL-induced edge randomness.
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Quantum simulations of complex systems
A review of quantum simulation, neuromorphic computation, the SYK model, and quantum batteries, with no new findings.