Center for Scientific Computation in Imaging, University of California at San Diego, La Jolla, California.
Electrical and Computer Engineering Department, University of California at San Diego, La Jolla, California.
Magn Reson Med. 2019 Feb;81(2):1335-1352. doi: 10.1002/mrm.27402. Epub 2018 Sep 19.
The ability to register image data to a common coordinate system is a critical feature of virtually all imaging studies. However, in spite of the abundance of literature on the subject and the existence of several variants of registration algorithms, their practical utility remains problematic, as commonly acknowledged even by developers of these methods.
A new registration method is presented that utilizes a Hamiltonian formalism and constructs registration as a sequence of symplectomorphic maps in conjunction with a novel phase space regularization. For validation of the framework a panel of deformations expressed in analytical form is developed that includes deformations based on known physical processes in MRI and reproduces various distortions and artifacts typically present in images collected using these different MRI modalities.
The method is demonstrated on the three different magnetic resonance imaging (MRI) modalities by mapping between high resolution anatomical (HRA) volumes, medium resolution diffusion weighted MRI (DW-MRI) and HRA volumes, and low resolution functional MRI (fMRI) and HRA volumes.
The method has shown an excellent performance and the panel of deformations was instrumental to quantify its repeatability and reproducibility in comparison to several available alternative approaches.
将图像数据注册到公共坐标系的能力是几乎所有成像研究的关键特征。然而,尽管关于这个主题的文献很多,并且存在几种注册算法的变体,但正如这些方法的开发者甚至也承认的那样,它们的实际应用仍然存在问题。
提出了一种新的注册方法,该方法利用哈密顿形式,并结合一种新的相空间正则化,将注册构建为一系列辛同胚映射。为了验证该框架,开发了一个以解析形式表示的变形面板,该面板包括基于 MRI 中已知物理过程的变形,并再现了使用这些不同 MRI 模式采集的图像中通常存在的各种扭曲和伪影。
该方法在三种不同的磁共振成像(MRI)模式上进行了演示,通过在高分辨率解剖(HRA)体积、中分辨率扩散加权 MRI(DW-MRI)和 HRA 体积以及低分辨率功能 MRI(fMRI)和 HRA 体积之间进行映射。
该方法表现出优异的性能,变形面板对于量化其与几种可用替代方法相比的可重复性和再现性非常重要。