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On Compressive Sensing in Coding Problems: A Rigorous Approach

机译:编码问题中的压缩感知:一种严格的方法

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We take an information theoretic perspective on a classical sparse-sampling noisy linear model and present an analytical expression for the mutual information, which plays a central role in a variety of communications/signal processing problems. Such an expression was addressed previously by bounds, by simulations, and by the (nonrigorous) replica method. The expression of the mutual information is based on techniques used, addressing the minimum mean square error analysis. Using these expressions, we study specifically a variety of sparse linear communication models, which include coding in various settings, accounting also for multiple access channels, broadcast channels, and different wiretap problems. For those, we provide single-letter expressions and derive achievable rates, capturing the communications/signal processing features of these contemporary models.
机译:我们从经典的稀疏采样噪声线性模型的信息理论观点出发,提出了互信息的解析表达式,它在各种通信/信号处理问题中起着核心作用。以前通过边界,模拟和(非严格)复制方法解决了这种表达。互信息的表达基于所使用的技术,用于解决最小均方误差分析。使用这些表达式,我们专门研究了各种稀疏线性通信模型,包括各种设置中的编码,还考虑了多个访问信道,广播信道和不同的窃听问题。对于这些,我们提供单字母表达式并得出可实现的速率,以捕获这些现代模型的通信/信号处理功能。

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