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Noise Reduction Using Multi-resolution Edge Analysis

机译:使用多分辨率边缘分析降低噪声

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摘要

In this paper, a, new noise reduction algorithm is proposed. In general, an edge-high frequency information in an image-would be filtered or suppressed after image smoothing. The noise would be attenuated, but the image would lose its sharp information. This defect makes the post-processing harder. One new algorithm performs connectivity analysis on edge-data to make sure that only isolated edge information that represents noise gets filtered out, hence preserving the overall edge structure of the original image. The steps of new algorithm are as follows. First, find the edge from the noisy image by multi-resolution analysis. Second, use connectivity analysis to direct a mean filter to suppress the noise while preserving the edge information. In the first step, we propose a new algorithm to find edges in a very noisy image. The algorithm is based on the analysis of a group of multi-resolution images obtained by processing the original noisy image by different Gaussian filters. After applied to a sequence of images of the same scene but with different signal-noise-ratio (SNR), this method is robust to remove noise and keep the edge. Also, through statistic analysis, there exists the regularity that the parameters of the algorithm would be constant with varying images under the same SNR.
机译:本文提出了一种新的降噪算法。通常,在图像平滑之后,将过滤或抑制图像中的边缘高频信息。噪点将被衰减,但是图像将丢失其清晰的信息。此缺陷使后期处理更加困难。一种新算法对边缘数据执行连通性分析,以确保仅滤除代表噪声的孤立边缘信息,从而保留了原始图像的整体边缘结构。新算法的步骤如下。首先,通过多分辨率分析从噪声图像中找到边缘。其次,使用连通性分析指导平均滤波器以抑制噪声,同时保留边缘信息。在第一步中,我们提出了一种新算法来查找噪声很大的图像中的边缘。该算法基于一组通过使用不同的高斯滤波器处理原始噪声图像而获得的多分辨率图像的分析。将这种方法应用于相同场景但具有不同信噪比(SNR)的图像序列后,该方法可消除噪声并保留边缘。而且,通过统计分析,存在这样的规律性,即在相同的SNR下,算法的参数在图像变化时将保持恒定。

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