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METHOD AND MAGNETIC RESONANCE APPARATUS FOR IMAGE RECONSTRUCTION WITH TRIMMED AUTOCALIBRATING K-SPACE ESTIMATION BASED ON STRUCTURED MATRIX COMPLETION

机译:基于结构化矩阵补全的经校正自校正K空间估计的图像重建方法和磁共振装置

摘要

In a method and magnetic resonance (MR) apparatus for MR image reconstruction, an image reconstruction algorithm is used that operates on one calibration matrix that is formed by reorganizing a number of individual, undersampled k-space data sets respectively acquired by multiple reception coils in a parallel MR data acquisition from a subject exhibiting motion. The motion causes the k-space data sets to exhibit errors. In order to use the calibration matrix in the reconstruction algorithm, it is subjected to an iterative rank reduction procedure in which, in each iteration, a residual is calculated for each data point that represents how poorly, due to motion-induced corruptions, that data point satisfies the low rank constraint, and non-satisfying data points are removed from the data point for the next iteration. The resulting low rank matrix at the end of the iterations is then used to produce images with fewer motion-induced errors.
机译:在用于MR图像重建的方法和磁共振(MR)设备中,使用一种图像重建算法,该算法在通过对分别由多个接收线圈分别获取的多个单独的,欠采样的k空间数据集进行重组而形成的一个校准矩阵上进行操作。从表现出运动的受试者的并行MR数据采集。运动导致k空间数据集出现错误。为了在重建算法中使用校准矩阵,需要对它进行迭代秩降低过程,在该过程中,在每次迭代中,将为每个数据点计算一个残差,该残差表示由于运动导致的损坏,该数据的严重性该点满足低秩约束,并且将不满意的数据点从数据点中删除以进行下一次迭代。然后,将在迭代结束时得到的低秩矩阵用于生成运动误差较小的图像。

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