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On Sparsity Averaging

机译:在稀疏性平均

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摘要

Recent developments in [1] and [2] introduced a novel regularization method for compressive imaging in the context of compressed sensing with coherent redundant dictionaries. The approach relies on the observation that natural images exhibit strong average sparsity over multiple coherent frames. The associated reconstruction algorithm, based on an analysis prior and a reweighted l_1 scheme, is dubbed Sparsity Averaging Reweighted Analysis (SARA). We review these advances and extend associated simulations establishing the superiority of SARA to regularization methods based on sparsity in a single frame, for a generic spread spectrum acquisition and for a Fourier acquisition of particular interest in radio astronomy.
机译:[1]和[2]中的最新进展引入了一种新的正规化方法,用于在具有相干冗余词典的压缩感测的背景下的压缩成像。该方法依赖于观察,即自然图像在多个相干框架上表现出强平均稀疏性。相关的重建算法基于分析和重新重量的L_1方案是被称为稀疏性平均重量分析(SARA)的稀疏性。我们审查了这些进展,并扩展了基于单一框架中的稀疏性建立了建立SARA的优越性的相关模拟,用于一帧的稀疏性,用于通用扩频采集,以及对射频天文学特别兴趣的傅里叶获取。

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