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High-dimensional quantum key distribution based on mutually partially unbiased bases

Fumin Wang, Pei Zeng, Jiapeng Zhao, Boris Braverman, Yiyu Zhou, Mohammad Mirhosseini, Xiaoli Wang, Hong Gao, Fuli Li, Robert W. Boyd, Pei Zhang

2020Physical review. A/Physical review, A30 citationsDOIOpen Access PDF

Abstract

We propose a practical high-dimensional quantum key distribution protocol based on mutually partially unbiased bases utilizing transverse modes of light. In contrast to conventional protocols using mutually unbiased bases, our protocol uses Laguerre-Gaussian and Hermite-Gaussian modes of the same mode order as two mutually partially unbiased bases for encoding, which leads to a scheme free from mode-dependent diffraction in long-distance channels. Since only linear and passive optical elements are needed, our experimental implementation significantly simplifies qudit generation and state measurement. Since this protocol differs from conventional protocols using mutually unbiased bases, we provide a security analysis of our protocol.

Topics & Concepts

Mutually unbiased basesQuantum key distributionComputer scienceProtocol (science)Key (lock)GaussianQuantum cryptographyMode (computer interface)AlgorithmQuantumTheoretical computer sciencePhysicsTopology (electrical circuits)Statistical physicsQuantum mechanicsMathematicsQuantum informationCombinatoricsOperating systemPathologyMedicineComputer securityAlternative medicineQuantum Information and CryptographyOrbital Angular Momentum in OpticsLaser-Matter Interactions and Applications
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