Arnold J B, Liow J S, Schaper K A, Stern J J, Sled J G, Shattuck D W, Worth A J, Cohen M S, Leahy R M, Mazziotta J C, Rottenberg D A
Neurology Service, PET Imaging Center, Minneapolis VA Medical Center, One Veterans Drive, Minneapolis, Minnesota 55417, USA.
Neuroimage. 2001 May;13(5):931-43. doi: 10.1006/nimg.2001.0756.
The desire to correct intensity nonuniformity in magnetic resonance images has led to the proliferation of nonuniformity-correction (NUC) algorithms with different theoretical underpinnings. In order to provide end users with a rational basis for selecting a given algorithm for a specific neuroscientific application, we evaluated the performance of six NUC algorithms. We used simulated and real MRI data volumes, including six repeat scans of the same subject, in order to rank the accuracy, precision, and stability of the nonuniformity corrections. We also compared algorithms using data volumes from different subjects and different (1.5T and 3.0T) MRI scanners in order to relate differences in algorithmic performance to intersubject variability and/or differences in scanner performance. In phantom studies, the correlation of the extracted with the applied nonuniformity was highest in the transaxial (left-to-right) direction and lowest in the axial (top-to-bottom) direction. Two of the six algorithms demonstrated a high degree of stability, as measured by the iterative application of the algorithm to its corrected output. While none of the algorithms performed ideally under all circumstances, locally adaptive methods generally outperformed nonadaptive methods.
校正磁共振图像强度非均匀性的需求导致了具有不同理论基础的非均匀性校正(NUC)算法大量涌现。为了给终端用户提供一个为特定神经科学应用选择给定算法的合理依据,我们评估了六种NUC算法的性能。我们使用了模拟和真实的MRI数据体,包括对同一受试者的六次重复扫描,以便对非均匀性校正的准确性、精确性和稳定性进行排名。我们还使用来自不同受试者和不同(1.5T和3.0T)MRI扫描仪的数据体比较算法,以便将算法性能的差异与受试者间变异性和/或扫描仪性能差异联系起来。在体模研究中,提取的非均匀性与施加的非均匀性之间的相关性在横断面(从左到右)方向最高,在轴向(从上到下)方向最低。六种算法中的两种表现出高度的稳定性,这是通过将算法迭代应用于其校正输出进行测量的。虽然没有一种算法在所有情况下都表现理想,但局部自适应方法通常优于非自适应方法。