2015
DOI: 10.1002/mrm.25594
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POCS‐enhanced inherent correction of motion‐induced phase errors (POCS‐ICE) for high‐resolution multishot diffusion MRI

Abstract: POCS-ICE can inherently and reliably correct motion-induced phase errors in navigator-free multishot DWI, and it is easier to determine the stopping criterion without manual interventions. The improved spatial resolution and image resolvability are beneficial to study of brain microstructures and physiological features for neuroscience.

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Cited by 48 publications
(94 citation statements)
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“…POCS‐ICE can reconstruct images with a relatively high quality, because phase errors are recalculated at each iteration. However, the reconstruction time is much longer than for SENSE+CG (approximately five times) .…”
Section: Discussionmentioning
confidence: 99%
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“…POCS‐ICE can reconstruct images with a relatively high quality, because phase errors are recalculated at each iteration. However, the reconstruction time is much longer than for SENSE+CG (approximately five times) .…”
Section: Discussionmentioning
confidence: 99%
“…Recently, a multishot spiral DWI method named POCS‐enhanced Inherent Correction of motion‐induced phase Errors (POCS‐ICE) has been proposed, wherein both the phase information and final images were treated as unknowns and solved together using a POCS‐based algorithm. Compared with other navigator‐free multishot DWI methods, POCS‐ICE can correct for motion‐induced phase errors more reliably, even when the number of shots is large; furthermore, it also has a more stable convergence behavior than SENSE+CG, making it easier to determine the termination criterion without manual interventions.…”
Section: Introductionmentioning
confidence: 99%
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“…It has been shown in recent studies that high-resolution DWI can also be achieved with interleaved spiral imaging [23, 27, 3235], PROPELLER [36, 37], PROPELLER-EPI [14, 15], readout-segmented EPI [17, 38, 39], steady-state free precession (SSFP) imaging [40], and radial fast spin-echo imaging [41]. …”
Section: Discussionmentioning
confidence: 99%
“…A pictorial representation of the MUSSELS reconstruction proposed in is given in Figure . This method is notably different from traditional msDW reconstruction methods that involves phase . Specifically, MUSSELS is an iterative reconstruction that jointly recovers the complex k‐space data of all the shots by exploiting a low‐rank prior as follows: truem~true^=normalargmintruem^trueA)(boldmtrue^-truey^22data consistency+λtruefalse‖H1(boldmtrue^)low-rank penalty,where boldH1false(truem^false)=scriptH(m1true^)3.33333pt3.33333pt3.33333ptscriptH(m2true^)scriptH(mNstrue^)is a concatenation of the convolutional Hankel matrices, H(mitrue^), corresponding to the k‐space data, truemi^, of each shot.…”
Section: Theorymentioning
confidence: 99%