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A (multi) GPU iterative reconstruction algorithm based on Hessian penalty term for sparse MRI

机译:基于Hessian惩罚项的(多)GPU迭代重建算法,用于稀疏MRI

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摘要

A recent trend in the Magnetic Resonance Imaging (MRI) research field is to design and adopt machines that are able to acquire undersampled clinical data, reducing the time for which the patient is lying in the body scanner. Unfortunately, the missing information in these undersampled acquired datasets leads to artefacts in the reconstructed image; therefore, computationally expensive image reconstruction techniques are required. In this paper, we present an iterative regularisation strategy with a second-order derivative penalty term for the reconstruction of undersampled image datasets. Moreover, we compare this approach with other constrained minimisation methods, resulting in improved accuracy. Finally, an implementation on a massively parallel architecture environment, a multi Graphics Processing Unit (GPU) system, of the proposed iterative algorithm is presented. The resulting performance gives clinically-feasible reconstruction run times, speed-up and improvements in terms of reconstruction accuracy of the undersampled MRI images.
机译:磁共振成像(MRI)研究领域的最新趋势是设计并采用能够采集欠采样临床数据的机器,从而减少了患者躺在人体扫描仪中的时间。不幸的是,在这些欠采样的采集数据集中缺少的信息导致了重建图像中的伪影。因此,需要计算上昂贵的图像重建技术。在本文中,我们提出了具有二阶导数罚分项的迭代正则化策略,用于重建欠采样图像数据集。此外,我们将该方法与其他约束最小化方法进行了比较,从而提高了准确性。最后,提出了在大规模并行体系结构环境下的多图形处理单元(GPU)系统的迭代算法的实现。所得到的性能可提供临床上可行的重建运行时间,加快速度并改善欠采样MRI图像的重建准确性。

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