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Compressed sensing based dynamic MR image reconstruction by using 3D-total generalized variation and tensor decomposition: k-t TGV-TD
by
Han, Lulu
, Wang, Zhikang
, Xia, Ling
, Chu, Yonghua
, Xu, Wenlong
, Jiang, Mingfeng
, Sun, Jianzhong
, Zhang, Jucheng
in
Algorithms
/ Datasets
/ Decomposition
/ Dynamic cardiac MR imaging
/ Heart
/ Heart - diagnostic imaging
/ High speed trains
/ Higher-order singular value decomposition
/ Humans
/ Image processing
/ Image Processing, Computer-Assisted - methods
/ Image quality
/ Image reconstruction
/ Imaging
/ Magnetic resonance imaging
/ Magnetic Resonance Imaging - methods
/ Mathematical analysis
/ Medicine
/ Medicine & Public Health
/ Methods
/ Performance evaluation
/ Perfusion
/ Radiology
/ Rankings
/ Representations
/ Resonance
/ Singular value decomposition
/ Sparse representation
/ Sparsity
/ Splitting
/ Tensors
/ Total generalized variation
/ Wavelet transforms
2022
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Compressed sensing based dynamic MR image reconstruction by using 3D-total generalized variation and tensor decomposition: k-t TGV-TD
by
Han, Lulu
, Wang, Zhikang
, Xia, Ling
, Chu, Yonghua
, Xu, Wenlong
, Jiang, Mingfeng
, Sun, Jianzhong
, Zhang, Jucheng
in
Algorithms
/ Datasets
/ Decomposition
/ Dynamic cardiac MR imaging
/ Heart
/ Heart - diagnostic imaging
/ High speed trains
/ Higher-order singular value decomposition
/ Humans
/ Image processing
/ Image Processing, Computer-Assisted - methods
/ Image quality
/ Image reconstruction
/ Imaging
/ Magnetic resonance imaging
/ Magnetic Resonance Imaging - methods
/ Mathematical analysis
/ Medicine
/ Medicine & Public Health
/ Methods
/ Performance evaluation
/ Perfusion
/ Radiology
/ Rankings
/ Representations
/ Resonance
/ Singular value decomposition
/ Sparse representation
/ Sparsity
/ Splitting
/ Tensors
/ Total generalized variation
/ Wavelet transforms
2022
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Compressed sensing based dynamic MR image reconstruction by using 3D-total generalized variation and tensor decomposition: k-t TGV-TD
by
Han, Lulu
, Wang, Zhikang
, Xia, Ling
, Chu, Yonghua
, Xu, Wenlong
, Jiang, Mingfeng
, Sun, Jianzhong
, Zhang, Jucheng
in
Algorithms
/ Datasets
/ Decomposition
/ Dynamic cardiac MR imaging
/ Heart
/ Heart - diagnostic imaging
/ High speed trains
/ Higher-order singular value decomposition
/ Humans
/ Image processing
/ Image Processing, Computer-Assisted - methods
/ Image quality
/ Image reconstruction
/ Imaging
/ Magnetic resonance imaging
/ Magnetic Resonance Imaging - methods
/ Mathematical analysis
/ Medicine
/ Medicine & Public Health
/ Methods
/ Performance evaluation
/ Perfusion
/ Radiology
/ Rankings
/ Representations
/ Resonance
/ Singular value decomposition
/ Sparse representation
/ Sparsity
/ Splitting
/ Tensors
/ Total generalized variation
/ Wavelet transforms
2022
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Compressed sensing based dynamic MR image reconstruction by using 3D-total generalized variation and tensor decomposition: k-t TGV-TD
Journal Article
Compressed sensing based dynamic MR image reconstruction by using 3D-total generalized variation and tensor decomposition: k-t TGV-TD
2022
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Overview
Purpose
Compressed Sensing Magnetic Resonance Imaging (CS-MRI) is a promising technique to accelerate dynamic cardiac MR imaging (DCMRI). For DCMRI, the CS-MRI usually exploits image signal sparsity and low-rank property to reconstruct dynamic images from the undersampled k-space data. In this paper, a novel CS algorithm is investigated to improve dynamic cardiac MR image reconstruction quality under the condition of minimizing the k-space recording.
Methods
The sparse representation of 3D cardiac magnetic resonance data is implemented by synergistically integrating 3D total generalized variation (3D-TGV) algorithm and high order singular value decomposition (HOSVD) based Tensor Decomposition, termed
k-t
TGV-TD method. In the proposed method, the low rank structure of the 3D dynamic cardiac MR data is performed with the HOSVD method, and the localized image sparsity is achieved by the 3D-TGV method. Moreover, the Fast Composite Splitting Algorithm (FCSA) method, combining the variable splitting with operator splitting techniques, is employed to solve the low-rank and sparse problem. Two different cardiac MR datasets (cardiac perfusion and cine MR datasets) are used to evaluate the performance of the proposed method.
Results
Compared with the state-of-art methods, such as
k-t
SLR, 3D-TGV, HOSVD based tensor decomposition and low-rank plus sparse method, the proposed
k-t
TGV-TD method can offer improved reconstruction accuracy in terms of higher peak SNR (PSNR) and structural similarity index (SSIM). The proposed
k-t
TGV-TD method can achieve significantly better and stable reconstruction results than state-of-the-art methods in terms of both PSNR and SSIM, especially for cardiac perfusion MR dataset.
Conclusions
This work proved that the
k-t
TGV-TD method was an effective sparse representation way for DCMRI, which was capable of significantly improving the reconstruction accuracy with different acceleration factors.
Publisher
BioMed Central,BioMed Central Ltd,Springer Nature B.V,BMC
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