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Paired Directional Transform Based Methods of Image Enhancement

机译:基于配对方向变换的图像增强方法

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In this paper, an effective realization of the α-rooting method of image enhancement by splitting-signals is proposed. The splitting-signals completely determine the image and split its spectrum by disjoint subsets of frequencies. Image enhancement is reduced to processing separate splitting-signals. We focus on processing only one specified splitting-signal, to achieve effective image enhancement that in many cases exceeds the enhancement by known α-rooting and wavelet methods. An effective realization of enhancement of image (N x N) is achieved by using one coefficient, instead of N/2 such coefficients for splitting-signals in the split α-rooting and N x N in traditional α-rooting. The proposed method does not require Fourier transforms, its realization is performed with N multiplications. The processing of the splitting-signal leads to the change of the image along the parallel lines by N different values, which leads to the concept of directional images and their application in enhancing the image along directions. A novel method of combining paired transform (pre-step of SMEME (spectral spatial maximum exclusive mean) filter) by wavelet transforms is proposed. While denoising directional clutters, the most corrupted splitting-signal is estimated and found, depending on the angle of long-waves.
机译:在本文中,提出了一种有效的通过分割信号来实现图像增强的α根算法。分裂信号完全确定图像并通过不相交的频率子集分裂其频谱。图像增强功能减少到处理单独的分割信号。我们专注于仅处理一种指定的分裂信号,以实现有效的图像增强,在许多情况下,这些增强效果超过了已知的α根和小波方法的增强效果。通过使用一个系数而不是N / 2个这样的系数来有效地实现图像增强(N x N),该系数用于在分割α-根中的分割信号和在传统α-根中的N xN。所提出的方法不需要傅里叶变换,它的实现是通过N次乘法完成的。分裂信号的处理导致图像沿着平行线改变N个不同的值,这导致定向图像的概念及其在沿方向增强图像中的应用。提出了一种将小波变换与成对变换结合的新方法。在消除方向性杂波时,根据长波的角度,估计并找到最损坏的分裂信号。

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