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磁共振图像的小波包去噪:低信噪比下莱斯噪声的重要性。

Wavelet packet denoising of magnetic resonance images: importance of Rician noise at low SNR.

作者信息

Wood J C, Johnson K M

机构信息

Section of Pediatric Cardiology, Children's Hospital at Yale-New Haven, Connecticut, USA.

出版信息

Magn Reson Med. 1999 Mar;41(3):631-5. doi: 10.1002/(sici)1522-2594(199903)41:3<631::aid-mrm29>3.0.co;2-q.

Abstract

Wavelet packet analysis is a mathematical transformation that can be used to post-process images, for example, to remove image noise ("denoising"). At a very low signal-to-noise ratio (SNR <5), standard magnitude magnetic resonance images have skewed Rician noise statistics that degrade denoising performance. Since the quadrature images have approximately Gaussian noise, it was postulated that denoising would produce better contrast and sharper edges if performed before magnitude image formation. Signal-to-noise ratio (SNR), contrast-to-noise ratio (CNR), and edge blurring effects of these two approaches were examined in synthetic, phantom, and human MR images. While magnitude and complex denoising both significantly improved SNR and CNR, complex denoising yielded sharper edges and better low-intensity feature contrast.

摘要

小波包分析是一种数学变换,可用于对图像进行后处理,例如去除图像噪声(“去噪”)。在非常低的信噪比(SNR <5)下,标准幅度磁共振图像具有偏态的莱斯噪声统计特性,这会降低去噪性能。由于正交图像具有近似高斯噪声,因此推测如果在幅度图像形成之前进行去噪,将会产生更好的对比度和更清晰的边缘。在合成图像、体模图像和人体磁共振图像中研究了这两种方法的信噪比(SNR)、对比噪声比(CNR)和边缘模糊效应。虽然幅度去噪和复数去噪都显著提高了SNR和CNR,但复数去噪产生了更清晰的边缘和更好的低强度特征对比度。

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