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Joint reconstruction algorithms for one-bit distributed compressed sensing

机译:一位分布式压缩检测的联合重建算法

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Distributed compressed sensing (DCS), exploiting the correlation among multiple signals, enjoys the advantage of reduced number of measurements. This paper considers a type of joint sparsity model in DCS, where each signal contains a common component and an innovation component. In order to reduce the transmission cost, the measurements are derived as the sign information of the compressed samples by using one-bit quantization. We study such CS operation, and propose two joint reconstruction algorithms by iteratively deriving the sign information of each component. Simulation results show that the proposed algorithms can recover the signals efficiently.
机译:分布式压缩检测(DCS),利用多个信号之间的相关性,享有减少测量数量的优点。 本文考虑了DCS中的一系列关节稀疏模型,其中每个信号包含共同组件和创新组件。 为了降低传输成本,通过使用单位量化来导出测量作为压缩样本的符号信息。 我们研究此类CS操作,并通过迭代地导出每个组件的符号信息来提出两个联合重建算法。 仿真结果表明,所提出的算法可以有效地恢复信号。

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