使用分层聚类和多主题束图谱表征浅表白质形状

C. Mendoza, C. Román, Joaquín Molina, C. Poupon, J. F. Mangin, C. Hernández, P. Guevara
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引用次数: 0

摘要

对浅表白质(SWM)功能和结构组织的描述仍然是一个未完成的任务。特别是,它们的形状尚未使用扩散磁共振成像(dMRI)束状图进行详细评估。这项工作旨在描述来自概率dMRI神经束成像数据集的SWM多主题束图谱中存在的不同形状的短程关联连接。首先,我们计算了每个地图集束的代表性质心形状。接下来,我们计算了一个距离矩阵来编码每对质心之间的相似性。对于距离矩阵计算,首先使用基于流线的配准对质心进行对齐,减少了3D空间分离效果,并允许我们只关注形状差异。然后,我们在距离矩阵导出的关联图上应用了层次聚类算法。结果,我们得到了十个具有不同形状的类,从直线形状到U形和C形排列。最主要的形状是:(i)短开放U, (ii)短封闭U, (iii)短c。此外,我们利用形状信息过滤掉图集束中的噪声流线,并对25个HCP数据库的受试者应用自动分割算法。我们的研究结果表明,过滤步骤有助于以更少的异常值分割更密集的束,提高对大脑短纤维的识别。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Superficial white matter shape characterization using hierarchical clustering and a multi-subject bundle atlas
The description of the superficial white matter (SWM) functional and structural organization is still an unachieved task. In particular, their shape has not been assessed in detail using diffusion Magnetic Resonance Imaging (dMRI) tractography. This work aims to characterize the different shapes of the short-range association connections present in an SWM multi-subject bundle atlas derived from probabilistic dMRI tractography datasets. First, we calculated a representative centroid shape for each atlas bundle. Next, we computed a distance matrix that encodes the similarity between every pair of centroids. For the distance matrix computation, centroids were first aligned using a streamline-based registration, reducing the 3D spatial separation effect and allowing us to focus only on shape differences. Then, we applied a hierarchical clustering algorithm over the affinity graph derived from the distance matrix. As a result, we obtained ten classes with distinctive shapes, ranging from a straight line form to U and C arrangements. The most predominant shapes were: (i) short open U, (ii) short closed U, and (iii) short C. Moreover, we used the shape information to filter out noisy streamlines in the atlas bundles and applied an automatic segmentation algorithm to 25 subjects of the HCP database. Our results show that the filtering steps help to segment more dense bundles with fewer outliers, improving the identification of the brain’s short fibers.
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