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A Locally Linear Method for Enforcing Temporal Smoothness in Serial Image Registration

机译:序列图像配准中增强时间平滑性的局部线性方法

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摘要

Deformation fields obtained from image registration are commonly used for deriving measurements of morphological changes between reference and follow-up images. As the underlying image matching problem is ill-posed, the exact shape of these deformation fields is often dependent on the regularization method. In longitudinal and cross-sectional studies this effect is amplified if time between acquisitions varies and smoothness between serial deformations is neglected. Existing solutions suffer from high computational costs, strong modeling assumptions and the bias towards a single reference image. In this paper, we propose a computationally efficient solution to this problem via a temporal smoothing formulation in the one-parameter subgroup of diffeo-morphisms parametrized by stationary velocity fields. When applied to modeling fetal brain development, the proposed regularization results in smooth deformation fields over time and high data fidelity.
机译:从图像配准获得的形变场通常用于推导参考图像和后续图像之间形态变化的测量值。由于潜在的图像匹配问题不适当,因此这些变形场的确切形状通常取决于正则化方法。在纵向和横截面研究中,如果采集之间的时间变化并且忽略了系列变形之间的平滑度,则这种影响会放大。现有解决方案遭受高计算成本,强大的建模假设以及偏向单个参考图像的困扰。在本文中,我们通过在由固定速度场参数化的衍射态的一参数子组中的时间平滑公式,提出了一个有效的解决方案。当应用于胎儿大脑发育的建模时,提出的正则化将导致随时间推移的平滑变形场和高数据保真度。

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