Title :
Compressed sensing MR image reconstruction based on a non-uniform FFD motion-compensated reference
Author :
Di Zhao ; Huiqian Du ; Wenbo Mei
Author_Institution :
Sch. of Inf. & Electron., Beijing Inst. of Technol., Beijing, China
Abstract :
In this paper, we propose a reference driven magnetic resonance (MR) image reconstruction method inspired by compressed sensing (CS) theory. The target MR image is formulated as a linear combination of a motion compensated reference image and a difference image. Both the global and the local deformations are estimated to enhance the sparsity of the difference image. The global motion is estimated by affine transformation. The local motion is described by hierarchical B-spline refinement, and non-uniform control points at each level are used to speed up the registration. In addition, we replace the l1 norm term with a weighted l1 norm to further improve reconstruction quality. The proposed method is applied to a numerical phantom data set and an in-vivo data set. The experimental results prove that our method outperforms the other CS based MR image reconstruction methods under the same sampling rate.
Keywords :
affine transforms; compressed sensing; image reconstruction; magnetic resonance imaging; motion estimation; splines (mathematics); CS based MR image reconstruction methods; CS theory; affine transformation; compressed sensing MR image reconstruction; compressed sensing theory; difference image sparsity; free-form deformations; global motion estimation; hierarchical B-spline refinement; local deformation estimation; motion compensated reference image; nonuniform FFD motion-compensated reference; nonuniform control points; numerical phantom data set; reconstruction quality; reference driven magnetic resonance image reconstruction method; weighted l1 norm; Aerospace electronics; Compressed sensing; Estimation; Image reconstruction; Magnetic resonance imaging; Motion compensation; Splines (mathematics); Compressed sensing (CS); combined motion compensation; non-uniform multi-level free-form deformations (FFD); reference image; weighted l1 norm;
Conference_Titel :
Signal Processing, Communication and Computing (ICSPCC), 2013 IEEE International Conference on
Conference_Location :
KunMing
DOI :
10.1109/ICSPCC.2013.6664006