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Increasing the quality of reconstructed signal in compressive sensing utilizing Kronecker technique

机译:利用Kronecker技术提高压缩感测中重建信号的质量

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摘要

Quality of reconstruction of signals sampled using compressive sensing (CS) algorithm depends on the compression factor and the length of the measurement. A simple method to pre-process data before reconstruction of compressively sampled signals using Kronecker technique that improves the quality of recovery is proposed. This technique reduces the mutual coherence between the projection matrix and the sparsifying basis, leading to improved reconstruction of the compressed signal. This pre-processing method changes the dimension of the sensing matrix via the Kronecker product and sparsity basis accordingly. A theoretical proof for decrease in mutual coherence using the proposed technique is also presented. The decrease of mutual coherence has been tested with different projection matrices and the proposed recovery technique has been tested on an ECG signal from MIT Arrhythmia database. Traditional CS recovery algorithms has been applied with and without the proposed technique on the ECG signal to demonstrate increase in quality of reconstruction technique using the new recovery technique. In order to reduce the computational burden for devices with limited capabilities, sensing is carried out with limited samples to obtain a measurement vector. As recovery is generally outsourced, limitations due to computations do not exist and recovery can be done using multiple measurement vectors, thereby increasing the dimension of the projection matrix via the Kronecker product. The proposed technique can be used with any CS recovery algorithm and be regarded as simple pre-processing technique during reconstruction process.
机译:使用压缩感测(CS)算法采样的信号的重建质量取决于压缩因子和测量长度。提出了一种简单的方法来预处理数据,然后使用Kronecker技术重建压缩采样信号,从而提高恢复质量。该技术降低了投影矩阵与稀疏基之间的相互相干性,从而改善了压缩信号的重构。这种预处理方法通过Kronecker乘积和稀疏度基础来更改传感矩阵的维数。还提出了使用所提出的技术降低相互相干性的理论证明。已经用不同的投影矩阵测试了相互相干性的降低,并且对来自MIT心律失常数据库的ECG信号测试了所建议的恢复技术。在有或没有提出技术的情况下,已对ECG信号应用了传统的CS恢复算法,以证明使用新的恢复技术可提高重建技术的质量。为了减轻功能有限的设备的计算负担,使用有限的样本进行感测以获得测量矢量。由于恢复通常是外包的,因此不存在由于计算引起的限制,并且可以使用多个测量向量来完成恢复,从而通过Kronecker乘积来增加投影矩阵的尺寸。所提出的技术可以与任何CS恢复算法一起使用,并且在重建过程中被视为简单的预处理技术。

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