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Security of Device-Independent Quantum Key Distribution in the Bounded-Quantum-Storage Model

机译:有界存储模型中与设备无关的量子密钥分发的安全性

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Device-independent quantum key distribution (DIQKD) is a formalism that supersedes traditional quantum key distribution, as its security does not rely on any detailed modeling of the internal working of the devices. This strong form of security is only possible using devices producing correlations that violate a Bell inequality. Full security proofs of DIQKD have recently been reported, but they tolerate zero or small amounts of noise and are restricted to protocols based on specific Bell inequalities. Here, we provide a security proof of DIQKD that is both more efficient and noise resistant, and also more general, as it applies to protocols based on arbitrary Bell inequalities and can be adapted to cover supraquantum eavesdroppers limited by the no-signaling principle only. It is formulated, however, in the bounded-quantum-storage model, where an upper bound on the adversary’s quantum memory is a?priori known. This condition is not a limitation at present, since the best existing quantum memories have very short coherence times.
机译:与设备无关的量子密钥分发(DIQKD)是一种形式主义,可以代替传统的量子密钥分发,因为其安全性不依赖于设备内部工作的任何详细建模。只有使用产生违反贝尔不等式的相关性的设备,这种强大的安全性形式才有可能。最近已经报道了DIQKD的完整安全性证明,但是它们可以容忍零或少量的噪声,并且仅限于基于特定Bell不等式的协议。在这里,我们提供了DIQKD的安全性证明,该证明不仅效率更高,抗噪声性更高,而且更通用,因为它适用于基于任意Bell不等式的协议,并且可以调整为仅涵盖受无信号原理限制的超量子窃听者。但是,它是在有界量子存储模型中制定的,在该模型中,对手的量子记忆的上限是事先已知的。由于现有的最佳量子存储器具有非常短的相干时间,因此目前该条件不受限制。

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