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Secret-Key Agreement Over Non-Coherent Block-Fading Channels With Public Discussion

机译:非连贯的渐淡通道上的秘密密钥协议,并进行公开讨论

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Motivated by recent interest in physical-layer secret-key generation over wireless fading channels, we study the non-coherent secret-key generation capacity of a block-fading wireless channel with channel reciprocity and bi-directional (two-way) communication. We assume a non-coherent main channel, i.e., the realization of channel gains on the main channel is not known to any terminal. The eavesdropper is assumed to have both perfect Channel State Information of its own channel and orthogonal observations from the forward and backward channels. As our main result, we establish new upper and lower bounds on the secret-key generation capacity with public discussion, which are structurally similar. The upper bound can be expressed as a sum of three terms—one of the terms arises due to channel reciprocity, while the other two terms correspond to communication on the forward and backward channels, respectively. In the limit of long coherence period, the contribution from channel reciprocity vanishes to zero, whereas the other terms prevail. The lower bound is based on a separation based scheme. In each coherence block, we use the first symbol for training while the remainder of the coherence block is devoted to source emulation, i.e., to generate correlated sources between the terminals. The lower bound expression also consists of three terms and admits an interpretation similar to the upper bound expression. For Rayleigh fading channels, in the high signal-to-noise ratio (SNR) regime, the gap between the upper and lower bounds is shown to vanish inversely with the coherence period. Numerical results indicate significant performance gains over training-only schemes even for moderate values of SNR and small coherence periods.
机译:受最近对通过无线衰落信道进行物理层密钥生成的兴趣所激发,我们研究了具有信道互易性和双向(双向)通信的块衰落无线信道的非相干密钥生成能力。我们假设一个非相干的主信道,即任何终端都不知道主信道上信道增益的实现。假设窃听者既具有自己通道的完美通道状态信息,又具有来自向前和向后通道的正交观测。作为我们的主要结果,我们通过公开讨论确定了密钥生成能力的新上限和下限,这在结构上是相似的。上限可以表示为三个项的总和-其中一个项是由于信道互易而产生的,而其他两个项分别对应于前向和反向信道上的通信。在较长的相干周期内,通道互易性的贡献消失为零,而其他术语占主导。下限基于基于分离的方案。在每个相关块中,我们使用第一个符号进行训练,而其余相关块专门用于源仿真,即在终端之间生成相关源。下界表达式也由三个术语组成,并接受类似于上界表达式的解释。对于瑞利衰落信道,在高信噪比(SNR)情况下,上限和下限之间的间隙显示为与相干周期成反比。数值结果表明,即使对于中等的SNR值和较小的相干周期,其性能也比纯训练方案显着提高。

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