An SDP-based framework computes optimal quantum cloning maps via Choi isomorphism, certifies optimality with duality, and extracts Kraus operators for universal, phase-covariant, asymmetric, and entanglement cloning including higher-order cases.
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Noise from quantum hardware simulators significantly alters mutant detection distances, making equivalent mutants harder to separate from faults, with output-distribution metrics reaching 73.03% accuracy and 74.89% F1-score under device-specific thresholds.
The work demonstrates black-box certifiable randomness from single-particle quantum measurements without requiring a random seed.
Simulation-based comparison of BB84, B92, E91, and SARG04 QKD protocols on power-system SCADA datasets indicates a path toward quantum-secured SCADA/PMU networks.
citing papers explorer
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Semidefinite Programming for Optimal Quantum Cloning: A Computational Framework
An SDP-based framework computes optimal quantum cloning maps via Choi isomorphism, certifies optimality with duality, and extracts Kraus operators for universal, phase-covariant, asymmetric, and entanglement cloning including higher-order cases.
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Robust Mutation Analysis of Quantum Programs Under Noise
Noise from quantum hardware simulators significantly alters mutant detection distances, making equivalent mutants harder to separate from faults, with output-distribution metrics reaching 73.03% accuracy and 74.89% F1-score under device-specific thresholds.
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Genuine certifiable randomness from a black-box
The work demonstrates black-box certifiable randomness from single-particle quantum measurements without requiring a random seed.
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Power Network SCADA Quantum Communications: A Comparison of BB84, B92, E91, and SGS04 Quantum Key Distribution Protocols
Simulation-based comparison of BB84, B92, E91, and SARG04 QKD protocols on power-system SCADA datasets indicates a path toward quantum-secured SCADA/PMU networks.