2019
DOI: 10.1002/mrm.28090
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Improved MUSSELS reconstruction for high‐resolution multi‐shot diffusion weighted imaging

Abstract: Purpose MUSSELS is a one‐step iterative reconstruction method for multishot diffusion weighted (msDW) imaging. The current work presents an efficient implementation, termed IRLS MUSSELS, that enables faster reconstruction to enhance its utility for high‐resolution diffusion MRI studies. Methods The recently proposed MUSSELS reconstruction belongs to a new class of parallel imaging‐based methods that recover artifact‐free DWIs from msDW data without needing phase compensation. The reconstruction is achieved via… Show more

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Cited by 23 publications
(55 citation statements)
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“…The prospective sampling pattern for 4 shots is S 5 with acceleration rate R=6.74, as shown in Figure 1. Detailed description of the dataset is provided by Mani et al 13 …”
Section: Methodsmentioning
confidence: 99%
“…The prospective sampling pattern for 4 shots is S 5 with acceleration rate R=6.74, as shown in Figure 1. Detailed description of the dataset is provided by Mani et al 13 …”
Section: Methodsmentioning
confidence: 99%
“…In its current implementation, the image reconstruction for the multi-shot approach and dictionary matching steps have not been optimized for speed and prohibit the images from being used in real time. The image reconstruction time depends on several factors, including the number of central processing unit (CPU) cores used for parallel imaging, image size, number of shots, number of iterations, and stopping criteria, but should be able to be accelerated by several orders of magnitude using more recently proposed approaches 48,49 for multi-shot reconstruction. Additionally, several approaches for improving dictionary matching speed [50][51][52] have been proposed using fast group matching, neural networks, and graphics processing units (GPUs) that allow for this step to be completed in less than 1 s per slice.…”
Section: Discussionmentioning
confidence: 99%
“…We compare the proposed scheme against IRLS-MUSSELS [7],P-MUSE [22], and a solution based on U-NET [27]. The IRLS-MUSSELS is a modification of the MUSSELS algorithm [6].…”
Section: Algorithms Used For Comparisonmentioning
confidence: 99%
“…The MUSSELS algorithm [6], which is based on iterative singular value shrinkage, alternates between a data-consistency block and a low-rank matrix recovery block. By contrast, the IRLS-MUSSELS algorithm [7] alternates between a data-consistency block and a residual multichannel 1 convolution block. The multichannel convolution block can be viewed as the projection of the data to the nullspace of the multichannel signals; the subtraction of the result from the original ones, induced by the residual structure, projects the data to the signal subspace, thus removing the artefacts in the signal.…”
Section: Introductionmentioning
confidence: 99%