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Optimal Parameters Selection for Non-parametric Image Registration Methods

机译:非参数图像配准方法的最佳参数选择

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摘要

Choosing the adequate registration and simulation parameters in non-parametric image registration methods is an open question. There is no agreement about which are the optimal values (if any) for these parameters, since they depend on the images to be registered. As a result, in the literature the parameters involved in the registration process are arbitrarily fixed by the authors. The present paper is intended to address this issue. A two-step method is proposed to obtain the optimal values of these parameters, in terms of achieving in a minimum number of iterations the best trade-off between similarity of the images and smoothness of the transformation. These optimal values minimize the joint energy functional defined in a variational framework. We focus on the specific formulation of diffusion and curvature registration, but the exposed methodology can be directly applied to other non-parametric registration schemes. The proposed method is validated over different registration scenarios.
机译:在非参数图像配准方法中选择适当的配准和模拟参数是一个悬而未决的问题。对于这些参数的最佳值(如果有),没有共识,因为它们取决于要注册的图像。结果,在文献中,作者任意确定了注册过程中涉及的参数。本文旨在解决此问题。提出了一种两步方法来获得这些参数的最佳值,以最小的迭代次数实现图像相似度和变换平滑度之间的最佳权衡。这些最佳值使变分框架中定义的联合能函数最小化。我们专注于扩散和曲率配准的特定公式,但是暴露的方法可以直接应用于其他非参数配准方案。该方法在不同的注册场景下得到了验证。

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