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A Novel Sparse Method for Despeckling SAR Images

机译:SAR图像去斑的一种新的稀疏方法

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This paper presents an algorithm for speckle reduction of synthetic aperture radar (SAR) images within a framework of multiscale curvelet analysis. First, we introduce a novel method to investigate the presence of 2-D heteroscedasticity based on Lagrange multiplier procedure. Employing this test confirms the heteroscedasticity of SAR image curvelet coefficients. Therefore, we employ a generalization of 2-D generalized autoregressive conditional heteroscedastic (2-D GARCH) model, called 2-D GARCH generalized Gaussian (2-D GARCH-GG), to these coefficients. This model preserves the appropriate properties of 2-D GARCH for modeling the curvelet coefficients while extending the dynamic formulation of 2-D GARCH model. Then, we design a novel Bayesian processor based on employing 2-D GARCH-GG model to estimate the noise-free curvelet coefficients. Experiments carried out on synthetic SAR images, as well as on true SAR images, verify the performance improvement in utilizing the new strategy compared with other established despeckle algorithms.
机译:本文提出了一种在多尺度Curvelet分析框架内减少合成孔径雷达(SAR)图像斑点的算法。首先,我们介绍一种基于拉格朗日乘数法研究二维异方差性的新方法。使用此测试可以确认SAR图像曲波系数的异方差性。因此,我们对这些系数采用了称为2-D GARCH广义高斯(2-D GARCH-GG)的2-D广义自回归条件异方差(2-D GARCH)模型的泛化。该模型保留了2-D GARCH的适当属性,用于建模Curvelet系数,同时扩展了2-D GARCH模型的动态公式。然后,我们基于2-D GARCH-GG模型设计一种新颖的贝叶斯处理器,以估计无噪声curvelet系数。在合成SAR图像以及真实SAR图像上进行的实验证明,与其他已建立的去斑点算法相比,利用新策略可以提高性能。

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