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基于curvelet變換快速迭代收縮閾值算法的壓縮采樣磁共振圖像重建

Compression sampling magnetic resonance image reconstruction based on curvelet-FISTA

作者: 王翰林  周宇軒  王偉 
單位:<span style="font-family:宋體">南京醫(yī)科大學生物醫(yī)學工程與信息學院生物醫(yī)學工程系(南京</span> 211000<span style="font-family:宋體">)</span>
關鍵詞: MRI圖像重建;  壓縮感知;  迭代收縮閾值;  curvelet變換 
分類號:R318.04
出版年·卷·期(頁碼):2018·37·4(356-363)
摘要:

目的 為提高MR圖像的重建效果和降低重建圖像邊緣模糊, 本文提出一種基于curvelet變換的MRI快速迭代收縮閾值算法 (fast iterative shrinkage-thresholding algorithm, FISTA) 。方法 利用curvelet變換多尺度、各向奇異性、對圖像邊緣有更好的幾何表達等特性, curvelet稀疏變換和FISTA結合, 并與傳統(tǒng)基于小波變換的FISTA對相同MR圖像作重建對比。重建圖像的質量以峰值信噪比 (peak signal to noise ratio, PSNR) 、均方誤差 (mean square error, MSE) 、結構相似性度 (structural similarity degree, SSIM) 來衡量。結果 實驗選用Lena圖像和腦部MR圖像, 從重建圖像細節(jié)、差值圖像、評估參數(shù)三方面對算法重建效果進行比較分析, 證明該curvelet-FISTA算法可有效恢復完全采樣圖像從核磁共振成像中的欠采樣數(shù)據(jù)。結論 與傳統(tǒng)基于小波變換的FISTA相比, 該方法可以更好地保持重建圖像的細節(jié)信息, 并有效地消除圖像邊緣的模糊現(xiàn)象, 顯示了較好的重建效果。

Objective In order to improve the reconstruction effect of MR images and reduce the noise of reconstructed images, this paper proposes an MRI fast iterative shrinkage thresholding algorithm (FISTA) based on curvelet transform.Methods using the characteristics of curvelet transform as multi-scale, anisotropy, better geometrical expression of image edges, we combine the curvelet sparse transform with FISTA, and compare the same MR image with the traditional FISTA.The quality of the reconstructed image is measured by peak signal to noise ratio (PSNR) , mean square error (MSE) , and structural similarity degree (SSIM) .Results Lena image and brain MR image are used in the experiment.The reconstruction effect of the algorithm is compared and analyzed from the three aspects as the details of reconstruction image, the difference image and the evaluation parameter.The curvelet-FISTA algorithm can effectively recover the undersampled data of the completely sampled image from the magnetic resonance imaging.Conclusions Compared with the traditional FISTA based on the wavelet transform, this method can better maintain the detailed information of the reconstructed image and effectively eliminate blurring at the edges of the image and shows a good reconstruction effect.

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