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A Simple Deterministic Measurement Matrix Based on GMW Pseudorandom Sequence

机译:基于GMW伪随机序列的简单确定性度量矩阵

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摘要

Compressed sensing is an effective compression algorithm. It is widely used to measure signals in distributed sensor networks (DSNs). Considering the limited resources of DSNs, the measurement matrices used in DSNs must be simple. In this paper, we construct a deterministic measurement matrix based on Gordon-Mills-Welch (GMW) sequence. The column vectors of the proposed measurement matrix are generated by cyclically shifting a GMW sequence. Compared with some state-of-the-art measurement matrices, the proposed measurement matrix has relative lower computational complexity and needs less storage space. It is suitable for resource-constrained DSNs. Moreover, because the proposed measurement matrix can be realized by using simple shift register, it is more practical. The simulation result shows that, in terms of recovery quality, the proposed measurement matrix performs better than some state-of-the-art measurement matrices.
机译:压缩感测是一种有效的压缩算法。它广泛用于测量分布式传感器网络(DSN)中的信号。考虑到DSN的资源有限,DSN中使用的测量矩阵必须简单。在本文中,我们基于Gordon-Mills-Welch(GMW)序列构造确定性的测量矩阵。通过循环移位GMW序列来生成建议的测量矩阵的列向量。与一些最新的测量矩阵相比,所提出的测量矩阵具有相对较低的计算复杂度并且需要较少的存储空间。它适用于资源受限的DSN。而且,由于可以通过使用简单的移位寄存器来实现所提出的测量矩阵,因此更加实用。仿真结果表明,就恢复质量而言,所提出的测量矩阵的性能优于某些最新的测量矩阵。

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