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Kullback-Leibler Distance Optimization for Non-rigid Registration of Echo-Planar to Structural Magnetic Resonance Brain Images

机译:kullback-Leibler距离优化,回声平面的非刚性注册到结构磁共振大脑图像

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This paper presents the use of Kullback-Leibler Distance (KLD) as part of an optimization framework to incorporate prior knowledge from field maps into non-rigid registration of echoplanar (EPI) to structural magnetic resonance brain images. An analytical expression is derived for the derivatives of KLD with respect to registration transformation parameters, which is shown to be computationally more efficient as compared to the derivatives of mutual information. Quantitative gold standard validation is carried out on simulated digital brain phantom images with synthesized deformations. In addition, in-vivo validation is performed via a cross-comparison of the similarity of high-resolution and low-resolution EPI to T1- and T2-weighted structural images. The results obtained indicate that the developed KLD-based non-rigid registration technique provides an effective way of correcting local distortions in echo-planar imaging.
机译:本文介绍了kullback-leibler距离(KLD)作为优化框架的一部分,以将现场图的优化框架纳入诸如结构磁共振大脑图像的非刚性注册。对于登记转换参数,为KLD的衍生物导出分析表达,与互信息的衍生物相比,该参数转换参数被示出计算地更有效。在具有合成变形的模拟数字脑幻像图像上进行定量金标准验证。另外,通过跨比较进行体内验证,通过高分辨率和低分辨率EPI与T1和T2加权结构图像的相似性的交叉比较来执行。获得的结果表明,基于KLD的非刚性登记技术提供了一种有效的回波平面成像中局部扭曲的有效方法。

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