首页> 外文会议>Image Processing pt.1; Progress in Biomedical Optics and Imaging; vol.7 no.30 >A Comparison of FFD-based Nonrigid Registration and AAMs Applied to Myocardial Perfusion MRI
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A Comparison of FFD-based Nonrigid Registration and AAMs Applied to Myocardial Perfusion MRI

机译:基于FFD的非刚性配准和AAM在心肌灌注MRI中的比较

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Little work has been done on comparing the performance of statistical model-based approaches and nonrigid registration algorithms. This paper deals with the qualitative and quantitative comparison of active appearance models (AAMs) and a nonrigid registration algorithm based on free-form deformations (FFDs). AAMs are known to be much faster than nonrigid registration algorithms. On the other hand nonrigid registration algorithms are independent of a training set as required to build an AAM. To obtain a further comparison of the two methods, they are both applied to automatically register multi-slice myocardial perfusion images. The images are acquired by magnetic resonance imaging, from infarct patients. A registration of these sequences is crucial for clinical practice, which currently is subjected to manual labor. In the paper, the pros and cons of the two registration approaches are discussed and qualitative and quantitative comparisons are provided. The quantitative comparison is obtained by an analysis of variance of landmark errors, i.e. point to point and point to curve errors. Even though the FFD-based approach does not include a training phase it gave similar accuracy as the AAMs in terms of point to point errors. For the point to curve errors the AAMs provided higher accuracy. In both cases AAMs gave higher precision due to the training procedure.
机译:在比较基于统计模型的方法和非刚性注册算法的性能方面所做的工作很少。本文研究了活动外观模型(AAM)和基于自由形式变形(FFD)的非刚性配准算法的定性和定量比较。众所周知,AAM比非刚性注册算法要快得多。另一方面,非刚性注册算法独立于构建AAM所需的训练集。为了获得这两种方法的进一步比较,它们都适用于自动记录多层心肌灌注图像。这些图像是通过磁共振成像从梗死患者那里获得的。这些序列的注册对于临床实践是至关重要的,目前临床实践需要手工操作。本文讨论了两种注册方法的优缺点,并提供了定性和定量的比较。通过对界标误差(即点对点和点对曲线误差)的方差进行分析来获得定量比较。即使基于FFD的方法不包括训练阶段,它在点对点错误方面也具有与AAM相似的准确性。对于点到曲线的误差,AAM提供了更高的精度。在两种情况下,由于训练程序,AAM都具有较高的精度。

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