利用奇异函数分析对重构图像进行平均去噪

M. Shafiee, M. Karami, Kaveh Kangarloo
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引用次数: 1

摘要

提出了一种基于平均重构图像(AVREC)的去噪方法。该方法是在信号上提出的,大约在过去十年中,自2004年以来。在定义过程中,首先将噪声图像的频谱分割成若干图像,然后利用二维奇异函数分析(SFA)模型进行重构。在这个数学模型中,每个矩阵或一个离散的数据集,表示为奇异函数的加权和。在图像去噪领域,该技术重建了所有丢失的高频参数。说明每个新图像,作为无噪声图像和小噪声图像的总和。这样,我们就可以对重构后的图像进行平均去噪。在标准灰度图像上的理论和实验结果都证实了该方法作为一种适用的去噪方法的优点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Denoising by averaging reconstructed images: Using Singularity Function Analysis
A newfound method of denoising that based on Averaging Reconstructed Image (AVREC), is used. The approach was proposed on signals, approximately about last decade, Since 2004. In definition (procedure), first of all, we divide the spectrum of noisy image into several images that can be then, reconstructed with 2-D Singularity Function Analysis (SFA) model. Among this mathematical model, each matrix or a discrete set of data, represents as a weighted sum of singularity functions. In image denoising field, this technique, rebuilt all lost high frequencies parameters that are essential. Illustrate each new image, as a sum of noise-free image and the small noise. So on, we can then, denoise image by averaging reconstructed ones. Both theoretical and experimental results on standard gray-scale images, confirm the advantages (benefits) of this approach as an applicable method of denoising.
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