Vasseur Flor, Delon-Martin Chantal, Bordier Cécile, Warnking Jan, Lamalle Laurent, Segebarth Christoph, Dojat Michel
INSERM, U836, Université J. Fourier, Institut de Neurosciences, Grenoble, France.
J Vis. 2010 Oct 26;10(12):30. doi: 10.1167/10.12.30.
fMRI retinotopic mapping usually relies upon Fourier analysis of functional responses to periodic visual stimuli that encode eccentricity or polar angle in the visual field. Generally, phase estimations are assigned to a surface model of the cerebral cortex and borders between retinotopic areas are eventually determined following ad hoc phase analysis on the surface model. Assigning functional responses to a surface model of the cortex is particularly sensitive to geometric distortions of the 3D functional data due to static field inhomogeneity. Here, we assess and document the benefits gained from correcting the fMRI data for these effects, under standard experimental conditions (echo-planar imaging, 3.0-T field strength) and with well-chosen acquisition parameters (regarding slice orientation and phase-encoding direction). While it appears that, in the absence of correction, errors in the estimates of the borders between low-order visual areas do not then significantly exceed the variance of statistical origin, about half of the functional responses in a retinotopic experiment are misassigned to neighboring functional areas. Therefore, correction of the effects due to geometric distortions is important in any retinotopic mapping experiment and by extension in any fMRI experiment on the visual system.
功能磁共振成像(fMRI)视网膜拓扑映射通常依赖于对周期性视觉刺激的功能反应进行傅里叶分析,这些刺激编码视野中的离心率或极角。一般来说,相位估计被分配到大脑皮层的表面模型上,并且在对表面模型进行特殊相位分析之后最终确定视网膜拓扑区域之间的边界。由于静磁场不均匀性,将功能反应分配到皮层表面模型对三维功能数据的几何失真特别敏感。在这里,我们评估并记录了在标准实验条件下(回波平面成像,3.0-T场强)以及精心选择采集参数(关于切片方向和相位编码方向)时,校正fMRI数据以消除这些影响所带来的益处。虽然在没有校正的情况下,低阶视觉区域之间边界估计的误差似乎并没有显著超过统计来源的方差,但在视网膜拓扑实验中,大约一半的功能反应被错误地分配到相邻的功能区域。因此,校正几何失真的影响在任何视网膜拓扑映射实验中都很重要,并且由此延伸到视觉系统的任何fMRI实验中也是如此。