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Compressive Sensing MRI
.Introduction
Compressed sensing (CS) aims to reconstruct signals and images from
significantly fewer measurements than were traditionally thought necessary.
Magnetic Resonance Imaging (MRI) is an essential medical imaging tool
burdened by an inherently slow data acquisition process. The application
of CS to MRI has the potential for significant scan time reductions,
with benefits for patients and health care.In Compressive Sensing
Magnetic Resonance Imaging (CS-MRI), one can reconstruct a MR image
with good quality from only a small number of measurements. This can
significantly reduce MR scanning time. According to our proposed structured
sparsity theory, the measurements can be further reduced to O(K
+ log n) for tree-sparse data instead of O(K + K
log n) for standard K-sparse data with length n. However,
few of existing algorithms have utilized this for CS-MRI, while most
of them model the problem with total variation and wavelet sparse
regularization. On the other side, some algorithms have been proposed
for tree sparse regularization, but few of them have validated the
benefit of wavelet tree structure in CS-MRI. In this work, we propose
a fast convex optimization algorithm to improve CS-MRI. Wavelet sparsity,
gradient sparsity and tree sparsity are all considered in our model
for real MR images. The original complex problem is decomposed into
three simpler subproblems then each of the subproblems can be efficiently
solved with an iterative scheme. Numerous experiments have been conducted
and show that the proposed algorithm outperforms the state-of-the-art
CS-MRI algorithms, and gain better reconstructions results on real
MR images than general tree based solvers or algorithms.
.Publications
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Zheng Xu, Sheng Wang, Yeqing Li, Feiyun Zhu and
Junzhou Huang, "PRIM: An Efficient Preconditioning
Iterative Reweighted Least Squares Method for Parallel Brain MRI
Reconstruction", Neuroinformatics, Volume 16, Issue
3-4, pp. 425-430, October 2018. [CODE]
- Chen Chen, Lei He, Hongsheng Li and Junzhou Huang,
"Fast Iteratively Reweighted Least Squares Algorithms for Analysis-Based
Sparse Reconstruction", Medical Image Analysis, Volume
49, pp.141-152, October 2018. [CODE]
- Jiawen Yao, Zheng Xu, Xiaolei Huang and Junzhou Huang,
“An Efficient Algorithm for Dynamic MRI Using Low-rank and Total
Variation Regularization”, Medical Image Analysis,
Volume 44, pp. 14-27, February 2018. [CODE]
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- Zhongxing Peng, Zheng Xu, Junzhou Huang, "RSPIRiT:
Robust Self-Consistent Parallel Imaging Reconstruction Based on Generalized
Lasso", In Proc. of The International Symposium on Biomedical
Imaging, ISBI'16, Prague, Czech Republic, April 2016.
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Ruoyu Li, Yeqing Li, Ruogu Fang, Shaoting Zhang,
Hao Pan, Junzhou Huang, " Fast
Preconditioning for Accelerated Multi-Contrast MRI Reconstruction",
In Proc. of the 18th Annual International Conference on Medical
Image Computing and Computer Assisted Intervention, MICCAI'15,
Munich, Germany, October 2015. (Oral Presentation)
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Chen Chen, Junzhou Huang and
Leon Axel, ''Accelerated Parallel Magnetic Resonance Imaging with
Joint Gradient and Wavelet Sparsity'', MICCAI Workshop on Sparsity
Techniques in Medical Imaging, Nice, France, October 2012.
[PDF]
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Chen Chen and Junzhou Huang,
"The Benefit of Tree Sparsity in Accelerated MRI", MICCAI
Workshop on Sparsity Techniques in Medical Imaging, Nice, France,
October 2012. [PDF] ( Best
Paper Award)
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Junzhou Huang, Chen Chen and
Leon Axel, "Fast Multi-contrast MRI Reconstruction", In
Proc. of the 15th Annual International Conf. on Medical Image
Computing and Computer Assisted Intervention, MICCAI'12, Nice,
France, October 2012. [PDF]
[CODE]
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Junzhou Huang, Fei Yang, "Compressed
Magnetic Resonace Imaging Based on Wavelet Sparsity and Nonlocal
Total Variation". IEEE International Symposium on Biomedical
Imaging, ISBI'12, Bacelona, Spain, May 2012. [PDF]
[CODE]
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Junzhou Huang, Shaoting Zhang,
Dimitris Metaxas, "Efficient MR Image Reconstruction for Compressed
MR Imaging", Medical Image Analysis, Volume 15, Issue
5, pp. 670-679, October 2011. [CODE]
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Junzhou Huang, Shaoting Zhang
and Dimitris Metaxas, "Efficient MR Image Reconstruction for
Compressed MR Imaging ", In Proc. of the 13th Annual International
Conf. on Medical Image Computing and Computer Assisted Intervention,
MICCAI’2010, Beijing, China, September 2010.. [PDF]
[SLIDES] [CODE]
[ Supplemental] ( MICCAI
Young Scientist Award)
Notice: The codes was tested on Windows and MATLAB 2008. If you have
any suggestions or you have found a bug, please contact us via email
at jzhuang@uta.edu
Compressive Sensing
Magnetic Resonance Imaging
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Figure.
The Flowchart of Compressed Sensing
Magnetic Resonance Imaging
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Visual
Comparison
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Figure.
Comparisons on Phantom Image (Sparsity
vs. Tree Sparsity). (a) Orignal Image; (b) Reconstructed Image
with wavelet sparisty (14.7 db); (c) Reconstructed Image with
wavelet tree sparsity (18.3 db); (c) and (d) residuals compared
with the original image
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Figure.
Comparisons on Phantom Image (Sparsity
vs. Tree Sparsity). The blue color denotes the sparsity based
reconstruction and the red color denotes the tree sparsity
based reconstruction
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Related Sources
[1] SparseMRI
[2]
TVMRI
[3] RecPF
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