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A novel method for SAR image denoising based on HMT in complex wavelet pocket transform domain

机译:复小波口袋变换域中基于HMT的SAR图像去噪新方法

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A novel SAR image denoising scheme based on hidden Markov tree (HMT) in the quad-tree complex wavelet packet transform (QCWPT) domain was presented to achieve the tradeoff between details retainment and noise removal.A neighborhood coefficient differential window was used to compute intra-scale correlations of complex wavelet coefficients in high frequency detail subimage,and intra-scale correlational state was identified according to the smallest error rate Bayesian decision-making rules.A HMT was fitted to describe the correlations between the complex wavelet coefficients across decomposition scales and mark inter-scale correlational state. The product results of corresponding positional intra-scale and inter-scale correlational state were looked as a new hidden state transition probability.A set of iterative equations was developed using the expectation-maximization(EM) algorithm to estimate the model parameters and produce denoising images. Experimental results show that the proposed denoising algorithm is superior to the traditional filtering methods and possible to achieve an excellent balance between suppress speckle noise effectively and preserve as many image details and edges as possibly.
机译:提出了一种基于隐马尔可夫树(HMT)的四叉树复小波包变换(QCWPT)域中的SAR图像去噪方案,以实现细节保留和噪声去除之间的折衷。根据最小错误率贝叶斯决策规则,确定高频细节子图像中复数小波系数的尺度相关性,并确定尺度内相关状态。拟合HMT来描述分解尺度和复尺度上复数小波系数之间的相关性。标记尺度间相关状态。相应的位置尺度内和尺度间相关状态的乘积结果被视为新的隐藏状态转换概率。使用期望最大化算法开发了一组迭代方程,以估计模型参数并生成去噪图像。实验结果表明,所提出的去噪算法优于传统的滤波方法,可以在有效抑制斑点噪声和保持尽可能多的图像细节和边缘之间达到良好的平衡。

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