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Robust Reconstruction of MRSI Data Using a Sparse Spectral Model and High Resolution MRI Priors
Journal article   Peer reviewed

Robust Reconstruction of MRSI Data Using a Sparse Spectral Model and High Resolution MRI Priors

Ramin Eslami and Mathews Jacob
IEEE transactions on medical imaging, Vol.29(6), pp.1297-1309
06/2010
DOI: 10.1109/TMI.2010.2046673
PMID: 20363676

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Abstract

We introduce a novel algorithm to address the challenges in magnetic resonance (MR) spectroscopic imaging. In contrast to classical sequential data processing schemes, the proposed method combines the reconstruction and postprocessing steps into a unified algorithm. This integrated approach enables us to inject a range of prior information into the data processing scheme, thus constraining the reconstructions. We use high resolution, 3-D estimate of the magnetic field inhomogeneity map to generate an accurate forward model, while a high resolution estimate of the fat/water boundary is used to minimize spectral leakage artifacts. We parameterize the spectrum at each voxel as a sparse linear combination of spikes and polynomials to capture the metabolite and baseline components, respectively. The constrained model makes the problem better conditioned in regions with significant field inhomogeneity, thus enabling the recovery even in regions with high field map variations. To exploit the high resolution MR information, we formulate the problem as an anatomically constrained total variation optimization scheme on a grid with the same spacing as the magnetic resonance imaging data. We analyze the performance of the proposed scheme using phantom and human subjects. Quantitative and qualitative comparisons indicate a significant improvement in spectral quality and lower leakage artifacts.
magnetic resonance spectroscopic imaging (MRSI) Spectroscopy Image resolution B_{0} inhomogeneity compensation Magnetic resonance High-resolution imaging field map Data processing sparsity fat leakage Image reconstruction Magnetic resonance imaging ell _{1} -minimization Robustness Polynomials total variation Magnetic fields

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