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A novel curvelet domain speckle suppression method for SAR images

机译:一种SAR图像的曲波域斑点抑制新方法

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This paper introduces a novel Bayesian method for speckle suppression of SAR images. We first analyze the logarithmic transform of the original image by means of the curvelet transform that handles image edges more efficiently than wavelet transform. In a recent work [1], we have shown that due to the statistical properties of the curvelet subbands of SAR images, they can be modelled by two-dimensional Generalized Autoregressive Conditional Heteroscedastic (2D-GARCH) model. Here, we employ a generalization of 2D-GARCH model, called 2D-GARCH Generalized Gaussian (2D-GARCH-GG), to these coefficients. This model preserves the appropriate properties of 2D-GARCH for modeling the curvelet coefficients while extends the dynamic formulation of 2D-GARCH model. Consequently, we design a maximum a-posteriori (MAP) estimator for estimating the clean image curvelet coefficients. Finally, we compare our proposed method with other denoising methods, and quantify the achieved performance improvement.
机译:本文介绍了一种新颖的贝叶斯方法来抑制SAR图像的斑点。我们首先通过Curvelet变换分析原始图像的对数变换,该曲线变换比小波变换更有效地处理图像边缘。在最近的工作中[1],我们已经表明,由于SAR图像的Curvelet子带的统计特性,可以通过二维广义自回归条件异方差(2D-GARCH)模型对其进行建模。在这里,我们对这些系数采用称为2D-GARCH广义高斯(2D-GARCH-GG)的2D-GARCH模型的推广。该模型保留了2D-GARCH的适当属性,用于对Curvelet系数建模,同时扩展了2D-GARCH模型的动态公式。因此,我们设计了一个最大的后验(MAP)估计器来估计干净的图像Curvelet系数。最后,我们将我们提出的方法与其他降噪方法进行比较,并量化所实现的性能改进。

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