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使用空间基函数对内侧颞叶进行解剖学归一化的精度。

The precision of anatomical normalization in the medial temporal lobe using spatial basis functions.

作者信息

Salmond C H, Ashburner J, Vargha-Khadem F, Connelly A, Gadian D G, Friston K J

机构信息

Developmental Cognitive Neuroscience Unit, Institute of Child Health, University College London, 30 Guilford Street, London WCIN 1EM, United Kingdom.

出版信息

Neuroimage. 2002 Sep;17(1):507-12. doi: 10.1006/nimg.2002.1191.

DOI:10.1006/nimg.2002.1191
PMID:12482103
Abstract

We investigated the accuracy of spatial basis function normalization using anatomical landmarks to determine how precisely homologous regions are colocalized. We examined precision in terms of: (1) the number of nonlinear basis functions used by the normalization procedure; (2) the degree of (Bayesian) regularization; and (3) the effect of substituting different templates and how this interacted with the number of basis functions. The face validity of spatial normalization was assessed as a function of these parameters, using the colocalization of homologous landmarks in a test sample of 20 normally developing children and 5 children with bilateral hippocampal pathology. Our results suggest that when optimal normalization parameters are used, anatomical landmarks in the medial temporal lobes are colocalized to within a standard deviation of about 1 mm. When suboptimal parameters are used this standard deviation can increase up to 3 mm. Interestingly the optimal parameters are those that provide a rather constrained normalization as opposed to those that optimize intensity matching at the expense of rendering the warps "unlikely." The implications of our results, for users of voxel-based morphometry, are discussed.

摘要

我们研究了使用解剖学标志点进行空间基函数归一化的准确性,以确定同源区域的共定位精度。我们从以下几个方面考察了精度:(1)归一化过程中使用的非线性基函数数量;(2)(贝叶斯)正则化程度;(3)替换不同模板的效果以及这与基函数数量的相互作用。利用20名正常发育儿童和5名双侧海马病变儿童的测试样本中同源标志点的共定位情况,将空间归一化的表面效度评估为这些参数的函数。我们的结果表明,当使用最佳归一化参数时,内侧颞叶的解剖学标志点共定位在约1毫米的标准差范围内。当使用次优参数时,该标准差可增加至3毫米。有趣的是,最佳参数是那些提供相当受限归一化的参数,而不是那些以使变形“不太可能”为代价优化强度匹配的参数。我们讨论了研究结果对基于体素的形态计量学用户的意义。

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