通过双解析盲解卷模拟全双工无线信道上的 DH 密钥交换

Gerhard Wunder, Axel Flinth, Daniel Becker, Benedikt Groß
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引用次数: 0

摘要

在经过验证的设备之间生成密钥是安全通信的关键任务。Diffie-Hellman (DH) 是事实上的标准,但并非后量子安全。在本文中,我们将发明并分析一种专为 WPAN 设计的新安全基元。对于 WPAN,基于无线信道的密钥生成方法已被提出,但由于其对信道熵的严重依赖而无法控制,因此并未得到广泛应用。我们提出了一种不同的方法:我们仍然利用信道特性,但主要取决于无线信道的互惠性,而不是信道的熵。无线电优势来自于全双工通信的使用。我们证明,在这种情况下,合法双方即使不探测信道,也能就共同秘钥达成一致。其核心是一种新的双解析盲解卷方案,我们证明了该方案的正确性和信息论安全性,即完美安全性。我们证明,最终可以提取密钥,并给出了密钥位数的下限,然后通过实验进行了验证。我们还注意到该方案与 DH 密钥交换的远程对应关系。
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Mimicking DH Key Exchange Over a Full Duplex Wireless Channel via Bisparse Blind Deconvolution
Secret key generation between authenticated devices is a pivotal task for secure communications. Diffie-Hellman (DH) is de-facto standard but not post-quantum secure. In this paper, we shall invent and analyze a new security primitive that is specifically designed for WPAN. For WPAN, wireless channel-based secret key generation has been proposed but was not widely deployed due to its critical dependence on the channel’s entropy which is uncontrollable. We formulate a different approach: We still exploit channel properties but mainly hinge on the reciprocity of the wireless channel and not on the channel’s entropy. The radio advantage comes from the use of full duplex communication. We show that in this situation both legitimate parties can agree on a common secret key even without ever probing the channel. At the core is a new bisparse blind deconvolution scheme for which we prove correctness and information-theoretic, i.e. perfect, security. We show that, ultimately, a secret key can be extracted and give a lower bound for the number of secret key bits which is then verified by experiments. We also notice a remote correspondence of the scheme to DH key exchange.
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