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Efficient diffeomorphic metric image registration via stationary velocity

机译:通过平稳速度进行有效的微分度量图像配准

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Diffeomorphic image registration is a fundamental tool for MRI analysis, and fast growing image data demand highly efficient registration methods. Stationary velocity based method has much faster speed than non-stationary one in producing diffeomorphism, but how to achieve validity for large deformation while keeping its efficiency remains to be solved. To this end, we have proposed a new simplified model for optimal stationary velocity by representing temporal integration form of transformation variation via a single point model, e.g. the middle time point, according to mean value theorem and smoothness of transformation. This model can maintain the same registration accuracy as integral model but reduce the time cost a lot. It also shows as a better strategy than first order approximation model for large deformation mapping. Comparative study has also been conducted between this method and non-stationary approach on both synthesized and real brain images, and this approach demonstrated comparable whole brain mapping accuracy with much faster speed. Results showed efficacy of this approach in reducing complexity of stationary velocity based diffeomorphic registration while achieving validity for large deformation. (C) 2018 Elsevier B.V. All rights reserved.
机译:微形态图像配准是MRI分析的基本工具,快速增长的图像数据需要高效的配准方法。基于平稳速度的方法在产生亚纯态方面比非平稳方法要快得多,但是如何在保持较大变形效率的同时保持有效性仍然有待解决。为此,我们提出了一种新的简化模型,用于通过以单点模型(例如,单点模型)表示变换变化的时间积分形式来获得最佳平稳速度。在中间时间点,根据均值定理和平滑度进行变换。该模型可以保持与积分模型相同的套准精度,但是可以大大节省时间。对于大变形映射,它还显示出比一阶逼近模型更好的策略。在合成和真实的大脑图像上,该方法与非平稳方法之间也进行了比较研究,并且该方法证明了可比的全脑映射精度,并且速度要快得多。结果表明,该方法可有效降低基于固定速度的微形配准的复杂性,同时还能实现大变形的有效性。 (C)2018 Elsevier B.V.保留所有权利。

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