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Providing Secrecy With Structured Codes: Two-User Gaussian Channels

机译:提供具有结构化代码的保密性:两用户高斯通道

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Recent results have shown that structured codes can be used to construct good channel codes, source codes, and physical layer network codes for Gaussian channels. For Gaussian channels with secrecy constraints, however, efforts to date rely on Gaussian random codes. In this paper, we advocate that structure in random code generation is useful for providing secrecy as well. In particular, a Gaussian wiretap channel in the presence of a cooperative jammer is studied. Previously, the achievable secrecy rate for this channel was derived using Gaussian signaling, which saturated at high signal-to-noise ratio (SNR), owing to the fact that the cooperative jammer simultaneously helps by interfering with the eavesdropper, and hurts by interfering with the intended receiver. In this paper, a new achievable rate is derived through imposing a lattice structure on the signals transmitted by both the source and the cooperative jammer, which are aligned at the eavesdropper but remain separable at the intended receiver. We prove that the achieved secrecy rate does not saturate at high SNR for all values of channel gains except when the channel is degraded.
机译:最近的结果表明,结构化代码可用于为高斯信道构造良好的信道代码,源代码和物理层网络代码。然而,对于具有保密约束的高斯信道,迄今为止的努力依赖于高斯随机码。在本文中,我们主张随机代码生成中的结构也可用于提供保密性。特别地,研究了在存在协作干扰器的情况下的高斯窃听通道。以前,此信道可实现的保密速率是使用高斯信号导出的,由于协作干扰同时有助于干扰窃听者和干扰干扰,因此在高信噪比(SNR)下饱和。预期的接收者。在本文中,通过在源和协同干扰发送的信号上强加一个格状结构,可以得出一个新的可达到的速率,这些信号在窃听器上对齐,但在预期的接收器上却是可分离的。我们证明,对于所有通道增益值,除非通道降级,否则在高SNR时,达到的保密率不会饱和。

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