A note on the iterative MRI reconstruction from nonuniform k-space data

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A note on the iterative MRI reconstruction from nonuniform k-space data. / Knopp, Tobias; Kunis, Stefan; Potts, Daniel.

In: INT J BIOMED IMAGING, Vol. 2007, 2007, p. 24727.

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@article{ee3fc43b3ae9497e9404905ec7707506,
title = "A note on the iterative MRI reconstruction from nonuniform k-space data",
abstract = "In magnetic resonance imaging (MRI), methods that use a non-Cartesian grid in k-space are becoming increasingly important. In this paper, we use a recently proposed implicit discretisation scheme which generalises the standard approach based on gridding. While the latter succeeds for sufficiently uniform sampling sets and accurate estimated density compensation weights, the implicit method further improves the reconstruction quality when the sampling scheme or the weights are less regular. Both approaches can be solved efficiently with the nonequispaced FFT. Due to several new techniques for the storage of an involved sparse matrix, our examples include also the reconstruction of a large 3D data set. We present four case studies and report on efficient implementation of the related algorithms.",
keywords = "Journal Article",
author = "Tobias Knopp and Stefan Kunis and Daniel Potts",
year = "2007",
doi = "10.1155/2007/24727",
language = "English",
volume = "2007",
pages = "24727",
journal = "INT J BIOMED IMAGING",
issn = "1687-4188",
publisher = "Hindawi Publishing Corporation",

}

RIS

TY - JOUR

T1 - A note on the iterative MRI reconstruction from nonuniform k-space data

AU - Knopp, Tobias

AU - Kunis, Stefan

AU - Potts, Daniel

PY - 2007

Y1 - 2007

N2 - In magnetic resonance imaging (MRI), methods that use a non-Cartesian grid in k-space are becoming increasingly important. In this paper, we use a recently proposed implicit discretisation scheme which generalises the standard approach based on gridding. While the latter succeeds for sufficiently uniform sampling sets and accurate estimated density compensation weights, the implicit method further improves the reconstruction quality when the sampling scheme or the weights are less regular. Both approaches can be solved efficiently with the nonequispaced FFT. Due to several new techniques for the storage of an involved sparse matrix, our examples include also the reconstruction of a large 3D data set. We present four case studies and report on efficient implementation of the related algorithms.

AB - In magnetic resonance imaging (MRI), methods that use a non-Cartesian grid in k-space are becoming increasingly important. In this paper, we use a recently proposed implicit discretisation scheme which generalises the standard approach based on gridding. While the latter succeeds for sufficiently uniform sampling sets and accurate estimated density compensation weights, the implicit method further improves the reconstruction quality when the sampling scheme or the weights are less regular. Both approaches can be solved efficiently with the nonequispaced FFT. Due to several new techniques for the storage of an involved sparse matrix, our examples include also the reconstruction of a large 3D data set. We present four case studies and report on efficient implementation of the related algorithms.

KW - Journal Article

U2 - 10.1155/2007/24727

DO - 10.1155/2007/24727

M3 - SCORING: Journal article

C2 - 18385802

VL - 2007

SP - 24727

JO - INT J BIOMED IMAGING

JF - INT J BIOMED IMAGING

SN - 1687-4188

ER -