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Hierarchical Fiber Clustering Based on Multi-scale Neuroanatomical Features

机译:基于多尺度神经构态特征的分层光纤聚类

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DTI fiber tractography inspires unprecedented understanding of brain neural connectivity by allowing in vivo probing of the brain white-matter microstructures. However, tractography algorithms often output hundreds of thousands of fibers and thus render the fiber analysis a challenging task. By partitioning a huge number of fibers into dozens of bundles, fiber clustering algorithms make the task of analyzing fiber pathways relatively much easier. However, most contemporary fiber clustering methods rely on fiber geometrical information only, ignoring the more important anatomical aspects of fibers. We propose in this paper a hierarchical atlas-based fiber clustering method which utilizes multi-scale fiber neuroanatomical features to guide the clustering. In particular, for each level of the hierarchical clustering, specific scaled ROIs at the atlas are first diffused along the fiber directions, with the spatial confidence of diffused ROIs gradually decreasing from 1 to 0. For each fiber, a fuzzy associativity vector is defined to keep track of the maximal spatial confidences that the fiber can have over all diffused ROIs, thus giving the anatomical signature of the fiber. Based on the associativity vectors and the ROI covariance matrix, the Mahalanobis distance between two fibers is then calculated for fiber clustering using spectral graph theory. The same procedure is iterated over coarse-to-fine ROI scales, leading to a hierarchical clustering of the fibers. Experimental results indicate that reasonable fiber clustering results can be achieved by the proposed method.
机译:DTI光纤牵引摄像头激发了前所未有的理解脑神经连接,通过允许大脑白物微观结构的体内探测。然而,牵引算法通常输出数十万纤维,因此使光纤分析成为一个具有挑战性的任务。通过将大量纤维分配到数十个捆绑包中,光纤聚类算法使得分析光纤途径的任务相对容易。然而,最具现代纤维聚类方法仅依赖于光纤几何信息,忽略了纤维的更重要的解剖方面。我们提出了一种基于分层的基于地图集的光纤聚类方法,它利用多尺度光纤神经杀菌特征来引导聚类。特别地,对于分层聚类的每个级别,在沿光纤方向上首先漫射在地图集的特定缩放ROI,随着每个光纤,扩散ROI的空间置信度逐渐减小为0.对于每个光纤,定义模糊缔合归属矢量跟踪光纤可以拥有所有扩散ROI的最大空间信心,从而给出纤维的解剖标记。基于缔合物和ROI协方差矩阵,然后使用光谱图理论计算两种纤维之间的Mahalanobis距离。在粗致细的ROI尺度上迭代相同的过程,导致光纤的分层聚类。实验结果表明,可以通过所提出的方法实现合理的纤维聚类结果。

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