2004
DOI: 10.1002/jmri.20115
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Image construction methods for phased array magnetic resonance imaging

Abstract: Purpose: To study image construction in phased array magnetic resonance imaging (MRI) systems from a statistical signal processing point of view. Materials and Methods:Three new approaches for image combination with multiple coils are proposed: 1) one based on the singular value decomposition of the measurement matrix, which is asymptotically optimal in the signal-tonoise ratio sense; 2) one based on a maximum-likelihood formulation, incorporating a priori information on the coil sensitivities in a Bayesian ma… Show more

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Cited by 20 publications
(16 citation statements)
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“…The code also reconstructed the complex images from the k-space data extracted from the raw data files and calculated the composite image from the individual coil images using a spatial-matched filter as described in Walsh et al (21). The noise covariance matrix was assumed to be the identity matrix, and coil sensitivities were estimated from the coil images following the procedure of Erdogmus et al (22).…”
Section: Mri and Postprocessingmentioning
confidence: 99%
“…The code also reconstructed the complex images from the k-space data extracted from the raw data files and calculated the composite image from the individual coil images using a spatial-matched filter as described in Walsh et al (21). The noise covariance matrix was assumed to be the identity matrix, and coil sensitivities were estimated from the coil images following the procedure of Erdogmus et al (22).…”
Section: Mri and Postprocessingmentioning
confidence: 99%
“…With different reasoning, others have suggested using the SVD to combine images (27,28) and spectra (9) from receive arrays without accounting for noise correlations. Figure 4 demonstrates the importance of noise whitening: with the exact noise covariance matrix, the WSVD algorithm is significantly less biased at all amplitudes and for all sizes of receive array than the SVD alone.…”
Section: Noise Whiteningmentioning
confidence: 99%
“…Other strategies include Local Look (LoLo), reduced FOV imaging, segmented k ‐space, wavelet encoding, and non‐Cartesian k ‐space sampling using spiral or radial trajectories (67, 70, 73–76). Parallel acquisition of image data using techniques such as SMASH and SENSE can reduce scan time by using the local spatial information that can be acquired from each coil within a phased array to reduce the number of phase‐encoding steps without reducing in‐plane resolution (68, 77–84). Using parallel processing imaging, speed generally increases by approximately a factor of 2–3, but as the number of coils within phased array increases, so does the imaging speed.…”
Section: Supplemental Technical Developmentsmentioning
confidence: 99%