Paper: | SA-AM-OS1.3 |
Session: | MRI Acquisition and Reconstruction |
Time: | Saturday, April 8, 10:10 - 10:30 |
Presentation: |
Oral
|
Title: |
Fast Regularized Reconstruction of Non-Uniformly Subsampled Parallel MRI Data |
Authors: |
W. Scott Hoge; Brigham and Women's Hospital / Harvard Medical School | | |
| Misha E. Kilmer; Tufts University | | |
| Steven J. Haker; Brigham and Women's Hospital / Harvard Medical School | | |
| Dana H. Brooks; Northeastern University | | |
| Walid E. Kyriakos; Brigham and Women's Hospital / Harvard Medical School | | |
Abstract: |
Parallel MR imaging is an effective approach to reduce MR image acquisition time. Non-uniform subsampling allows one to tailor the subsampling scheme for improved image quality at high acceleration factors. However, non-uniform subsampling precludes fast reconstruction schemes such as SENSE, and is more likely to require a regularized solution than reconstruction of uniformly subsampled data demands. This means that one needs to choose a good regularization parameter, typically requiring multiple expensive system solves. Here, we present an efficient LSQR-Hybrid algorithm which simultaneously addresses the need for rapid regularization parameter selection and fast reconstruction. This algorithm can reconstruct non-uniformly subsampled parallel MRI data, with automatic regularization and good image quality, in a time competitive with Cartesian SENSE. |