Deformation corrected compressed sensing (DC-CS): a novel framework for accelerated dynamic MRI.

IEEE transactions on medical imaging(2015)

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摘要
We propose a novel deformation corrected compressed sensing (DC-CS) framework to recover contrast enhanced dynamic magnetic resonance images from undersampled measurements. We introduce a formulation that is capable of handling a wide class of sparsity/compactness priors on the deformation corrected dynamic signal. In this work, we consider example compactness priors such as sparsity in temporal Fourier domain, sparsity in temporal finite difference domain, and nuclear norm penalty to exploit low rank structure. Using variable splitting, we decouple the complex optimization problem to simpler and well understood sub problems; the resulting algorithm alternates between simple steps of shrinkage-based denoising, deformable registration, and a quadratic optimization step. Additionally, we employ efficient continuation strategies to reduce the risk of convergence to local minima. The decoupling enabled by the proposed scheme enables us to apply this scheme to contrast enhanced MRI applications. Through experiments on numerical phantom and in vivo myocardial perfusion MRI datasets, we observe superior image quality of the proposed DC-CS scheme in comparison to the classical k-t FOCUSS with motion estimation/correction scheme, and demonstrate reduced motion artifacts over classical compressed sensing schemes that utilize the compact priors on the original deformation uncorrected signal.
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关键词
contrast enhanced mri applications,classical compressed sensing schemes,dynamic mri,deformable registration,undersampled measurements,shrinkage-based denoising,numerical phantom,low rank regularization,deformation corrected compressed sensing,original deformation uncorrected signal,low rank structure,image denoising,complex optimization problem,temporal fourier domain,deformation correction,sparsity-compactness priors,motion estimation,classical k-t focuss,biomedical mri,image sampling,compressed sensing,variable splitting,reduced motion artifacts,temporal finite difference domain,in vivo myocardial perfusion mri datasets,contrast enhanced dynamic magnetic resonance images,superior image quality,motion estimation-correction scheme,deformation corrected dynamic signal,accelerated dynamic mri,fourier analysis,quadratic optimization step,image registration,nuclear norm penalty,finite difference methods,image enhancement,phantoms,medical image processing,image reconstruction,magnetic resonance imaging,dynamics,force,optimization,convergence
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