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A large-alphabet three-party quantum key distribution protocol based on orbital and spin angular momenta hybrid entanglement

机译:基于轨道和自旋角动态混合缠结的大字母三方量子密钥分布协议

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摘要

The orthogonality of the orbital angular momentum (OAM) eigenstates enables a single photon carry an arbitrary number of bits. Moreover, additional degrees of freedom (DOFs) of OAM can span a high-dimensional Hilbert space, which could greatly increase information capacity and security. Moreover, the use of the spin angular momentum-OAM hybrid entangled state can increase Shannon dimensionality, because photons can be hybrid entangled in multiple DOFs. Based on these observations, we develop a hybrid entanglement quantum key distribution (QKD) protocol to achieve three-party quantum key distribution without classical message exchanges. In our proposed protocol, a communicating party uses a spatial light modulator (SLM) and a specific phase hologram to modulate photons' OAM state. Similarly, the other communicating parties use their SLMs and the fixed different phase holograms to modulate the OAM entangled photon pairs, producing the shared key among the parties Alice, Bob and Charlie without classical message exchanges. More importantly, when the same operation is repeated for every party, our protocol could be extended to a multiple-party QKD protocol.
机译:轨道角动量(OAM)特征栓塞的正交性使得单个光子能够携带任意数量的比特。此外,OAM的额外自由度(DOF)可以跨越高维希尔伯特空间,这可以大大提高信息能力和安全性。此外,使用自旋角动量 - 奥姆混合缠结状态可以增加香农维数,因为光子可以是混合在多个DOF中的杂交。基于这些观察,我们开发了一个混合纠缠量子密钥分布(QKD)协议,以实现没有经典消息交换的三方量子密钥分布。在我们所提出的协议中,通信方使用空间光调制器(SLM)和特定相位全息图来调制光子'OAM状态。同样,另一方使用其SLM和固定的不同相全息图来调制OAM缠绕的光子对,在没有经典消息交换的情况下,在双方Alice,Bob和Charlie中产生共享密钥。更重要的是,当为每个方重复相同的操作时,我们的协议可以扩展到多方QKD协议。

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