正交匹配追踪的排序随机矩阵

Zhenglin Wang, Ivan Lee
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引用次数: 5

摘要

正交匹配追踪(OMP)算法以其计算复杂度低、易于实现等优点被广泛应用于压缩感知(CS)图像信号恢复。然而,为了达到同等质量的重建,OMP通常需要比其他恢复算法更多的测量。本文首先阐述了OMP的基本思想和具体算法步骤。然后,解决了导致前一个问题的两个限制。最后,提出了一种排序随机矩阵作为度量矩阵,以改善这两个局限性。实验结果表明,所提出的测量矩阵能够帮助OMP在恢复近似的质量上取得很大的进步。
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Sorted Random Matrix for Orthogonal Matching Pursuit
Orthogonal Matching Pursuit (OMP) algorithm is widely applied to compressive sensing (CS) image signal recovery because of its low computation complexity and its ease of implementation. However, OMP usually needs more measurements than some other recovery algorithms in order to achieve equal-quality reconstructions. This article firstly illustrates the fundamental idea of OMP and the specific algorithm steps. And then, two limitations leading to the previous issue are addressed. Finally, a sorted random matrix is proposed to be used as a measurement matrix to improve those two limitations. The experimental results show the proposed measurement matrix is able to help OMP make a great progress on the quality of recovered approximations.
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