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Game Theoretic Security Framework for Quantum Key Distribution

机译:量子密钥分配的博弈论安全框架

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In this paper, we propose a game-theoretic model of security for quantum key distribution (QKD) protocols. QKD protocols allow two parties to agree on a shared secret key, secure against an adversary bounded only by the laws of physics (as opposed to classical key distribution protocols which, by necessity, require computational assumptions to be placed on the power of an adversary). We investigate a novel framework of security using game theory where all participants (including the adversary) are rational. We will show that, in this framework, certain impossibility results for QKD in the standard adversarial model of security still remain true here. However, we will also show that improved key-rate efficiency is possible in our game-theoretic security model.
机译:在本文中,我们提出了一种用于量子密钥分发(QKD)协议的安全性的博弈论模型。 QKD协议允许两方就共享的密钥达成一致,以对抗仅受物理定律限制的对手(与经典的密钥分发协议相反,经典的密钥分发协议有必要将计算假设置于对手的能力之上) 。我们使用博弈论研究一种新颖的安全框架,其中所有参与者(包括对手)都是理性的。我们将证明,在此框架中,标准对抗性安全模型中QKD的某些不可能结果在这里仍然适用。但是,我们还将证明,在我们的博弈论安全模型中,可以提高密钥率效率。

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