基于小波变换的压缩磁共振成像

Sameer Sonawane, Santosh P. Agnihotri
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引用次数: 0

摘要

压缩感知(CS)的基本目标是通过比实际需要的更少的测量来重建信号和图像。利用信号稀疏性的变换域,利用样本子空间可以很容易地恢复图像的质量。数据获取过程适中是核磁共振成像仪的主要障碍。为了克服这个问题,我们提出了一种磁共振重建算法。该算法减少了L1范数和总变分(TV)正则化。我们将初始问题分为总变分(TV)和L1范数子问题,并利用现有技术进行求解。最后通过重复求解子问题的中间解得到重构图像。然后根据信噪比(SNR),将该算法与现有方法进行比较,以减少扫描时间,提高患者的福祉。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Compressed MR Imaging Using Wavelet Transform
The essential ambition of compressed sensing (CS) is to reconstruct signals and images from few measurements than actually necessary. Taking interest in transform domain of the sparse nature of the signals we can easily restore quality of image with subspace of samples. Moderate data procurement process is main impediment of a MRI machines. To conquer this, we propose an algorithm for MR reconstruction. The algorithm curtails L1 norm and total variation (TV) regularization. We divide the initial problem into total variation (TV) and L1 norm sub problem respectively, and solved by available techniques. And finally reconstructed image is obtained from middling solution of sub problem in an repetitious fashion. Then we compare the algorithm with current methods on the basis of signal to noise ratio (SNR) to reduced scan time Reduction for patient's welfare.
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