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Optimized truncation model for adaptive compressive sensing acquisition of images

机译:自适应压缩感测图像的优化截断模型

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The sparsity of the input signal is important for compressive sensing (CS) reconstruction in CS system. In this paper, we establish an optimized truncation model to determine the number of the sparsified coefficients to be truncated in CS acquisition according to the sampling rate. The proposed truncation model suits for signals of any dimension. With the truncation model, the sparsity of the signal can be optimized by properly truncating the small elements of the sparsified coefficients. Furthermore we propose an adaptive CS acquisition solution based on the truncation model to reduce the noise folding effect. The proposed solution is verified for CS acquisition of natural images. Simulation results show that the proposed solution achieves significant improvement of the reconstructed image quality by 0.7~1.4 dB on average compared with existing solutions.
机译:输入信号的稀疏性对于CS系统中的压缩传感(CS)重建是重要的。在本文中,我们建立了优化的截断模型,以根据采样率确定在CS采集中被截断的稀疏系数的数量。所提出的截断模型适用于任何维度的信号。利用截断模型,可以通过适当截断稀疏系数的小元素来优化信号的稀疏性。此外,我们提出了一种基于截断模型的自适应CS采集解决方案,以降低噪声折叠效果。提出的解决方案已核实CS自然图像的CS采集。仿真结果表明,与现有解决方案相比,该提出的解决方案达到了重建图像质量的显着提高0.7〜1.4 dB。

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