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Transformation Model and Constraints Cause Bias in Statistics on Deformation Fields

机译:变形场统计中的转换模型和约束原因偏差

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This work investigates the effects of nonrigid transformation model and deformation constraints on the results of deformation-based morphometry (DBM) studies. We evaluate three popular registration algorithms: a B-spline algorithm with several different constraint terms, Thirion's demons algorithm, and a curvature PDE-based algorithm. All algorithms produced virtually identical overlaps of corresponding structures, but the underlying deformation fields were very different, and the Jacobian determinant values within homogeneous structures varied dramatically. In several cases, we observed bi-modal distributions of Jacobians within a region that violate the assumption of gaussianity that underlies many statistical tests. Our results demonstrate that, even with perfect overlap of corresponding structures, the statistics of Jacobian values are affected by bias due to design elements of the particular nonrigid registration. These findings are not limited to DBM, but also apply to voxel-based morphometry to the extent that it includes a Jacobian-based correction step ("modulation").
机译:这项工作调查了非刚性转换模型和变形约束对基于变形的形态学(DBM)研究结果的影响。我们评估了三种流行的配准算法:具有几个不同约束项的B样条算法,Thirion的恶魔算法和基于曲率PDE的算法。所有算法实际上产生了对应结构的相同重叠,但是下面的变形场却非常不同,并且均匀结构内的雅可比行列式值发生了巨大变化。在某些情况下,我们观察到一个区域内雅可比行列式的双峰分布违反了许多统计检验基础上的高斯假设。我们的结果表明,即使相应结构完全重叠,雅各比值的统计信息也会由于特定非刚性配准的设计元素而受到偏差的影响。这些发现不仅限于DBM,而且在包括基于Jacobian校正步骤(“调制”)的程度上,也适用于基于体素的形态测量。

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