小波在红外医学图像去噪中的应用

M. S. Moraes, T. B. Borchartt, A. Conci, T. MacHenry
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引用次数: 1

摘要

本文介绍了一项旨在寻找降低中分辨率红外图像噪声的最佳方法的实验研究的结论。目标是找到一个适合用于开发乳腺疾病诊断系统的图像数据库的良好方案。特别是在UFF大学医院的筛查和术后随访中使用红外图像,并将其与其他类型的基于图像的诊断相结合。七种小波类型(双正交,Coiflets, Daubechies, Haar, Meyer,反向双正交和Symmlets)具有不同的消失矩(如Symmlets,其数字从2到28,Daubechies从1到45和Coiflets 1到5),包括总共108种不同的小波函数在去噪方案中进行比较,以探索它们在图像质量方面的差异。采用三组加性高斯白噪声(σ = 5、25和50)来评价小波系数阈值(硬阈值或软阈值)与变换-去噪-存储-解压后图像质量之间的关系。在一种新的阈值方案中研究了分解的水平,其中关于要消除的系数的决定考虑了所有的变化,旨在获得最佳的重建质量。为了找到每个噪声水平的432个组合的平均值、中位数、范围和标准差,使用了8个相同类型和分辨率的图像。此外,考虑了三个评估器(归一化相互关系,信噪比和均方根误差)来推荐最佳的参数组合。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using wavelets on denoising infrared medical images
This work presents the conclusions of an experimental study that intends to find the best procedure for reducing the noise of medium resolution infrared images. The goal is to find a good scheme for an image database suitable for use in developing a system to aid breast disease diagnostics. In particular, to use infrared images in the screening and postoperative follow-up in the UFF university hospital, and to combine this with other types of image based diagnoses. Seven wavelet types (Biorthogonal, Coiflets, Daubechies, Haar, Meyer, Reverse Biorthogonal and Symmlets) with various vanishing moments (such as Symmlets, where this number goes from 2 to 28, Daubechies from 1 to 45 and Coiflets 1 to 5) comprising a total of 108 different variations of wavelet functions are compared in a denoising scheme to explore their difference with respect to image quality. Three groups of Additive White Gaussian Noise levels (σ = 5, 25 and 50) are used to evaluate the relations among the approaches to threshold the wavelet coefficient (hard or soft), and the image quality after transformation-denoising-storage-decompression. Levels of decomposition are investigated in a new thresholding scheme, where the decision about the coefficient to be eliminated considers all variation, aiming for the best quality of reconstruction. Eight images of the same type and resolution are used in order to find the mean, median, range and standard deviation of the 432 combinations for each level of noise. Moreover, three evaluators (Normalized Cross-Correlation, Signal to Noise Ratio and Root Mean Squared Error) are considered for recommendation of the best possible combination of parameters.
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