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Referenced compressed sensing for accurate and fast spatio-temporal signal reconstruction

机译:参考压缩感测,可快速准确地进行时空信号重建

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摘要

We address two challenges of applying compressed sensing in a practical application, namely, its poor reconstruction quality and its high computational complexity. Since most signals are not fully sparse in practice, the reconstructed signals from conventional reconstruction methods often suffer from reconstruction artifacts due to the distortion of small coefficients. To improve the reconstruction quality, we introduce referenced compressed sensing (RefCS), a reconstruction method that exploits the spatial and/or temporal redundancy between a pair of signals. We show that using a correlated reference-an arbitrary signal close to the compressed signal-there exists the bound of reconstruction error that depends on the distance between the reference and the signal. By exploiting the correlated reference, RefCS can improve the reconstruction quality by up to 90% in terms of peak signal-to-noise ratio. Moreover, it is possible to reduce the computational complexity of the proposed RefCS using the least squares method. The least squares reconstruction results can be obtained with quality comparable to that of iterative algorithms by employing the correlated reference. Using the least squares method improves the reconstruction time by a factor in the range of 9 to 5.4 x 10(4) according to our experiments. (C) 2019 SPIE and IS&T
机译:我们解决了在实际应用中应用压缩感知的两个挑战,即重建质量差和计算复杂度高。由于大多数信号在实践中并不完全稀疏,因此,由于小系数的失真,常规重建方法所重建的信号经常会遭受重建伪影的困扰。为了提高重建质量,我们引入了参考压缩感知(RefCS),这是一种利用一对信号之间的空间和/或时间冗余的重建方法。我们表明,使用相关参考(接近压缩信号的任意信号),存在重构误差的界限,该误差取决于参考与信号之间的距离。通过利用相关参考,RefCS可以在峰值信噪比方面将重建质量提高多达90%。此外,可以使用最小二乘法来降低所提出的RefCS的计算复杂度。通过采用相关参考,可以获得与迭代算法相当的质量的最小二乘重建结果。根据我们的实验,使用最小二乘法可将重建时间缩短9到5.4 x 10(4)。 (C)2019 SPIE和IS&T

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