Tractography has become an indispensable part of brain connectivity studies. However, it is currently facing problems with reliability. In particular, a substantial amount of nerve fiber reconstructions (streamlines) in tractograms produced by state-of-the-art tractography methods are anatomically implausible. To address this problem, tractogram filtering methods have been developed to remove faulty connections in a postprocessing step. This study takes a closer look at one such method, \textit{Spherical-deconvolution Informed Filtering of Tractograms} (SIFT), which uses a global optimization approach to improve the agreement between the remaining streamlines after filtering and the underlying diffusion magnetic resonance imaging data. SIFT is not suitable to judge the plausibility of individual streamlines since its results depend on the size and composition of the surrounding tractogram. To tackle this problem, we propose applying SIFT to randomly selected tractogram subsets in order to retrieve multiple assessments for each streamline. This approach makes it possible to identify streamlines with very consistent filtering results, which were used as pseudo ground truths for training classifiers. The trained classifier is able to distinguish the obtained groups of plausible and implausible streamlines with accuracy above 80%. The software code used in the paper and pretrained weights of the classifier are distributed freely via the Github repository https://github.com/djoerch/randomised_filtering.
翻译:然而,它目前面临着可靠性问题。 特别是, 大量神经纤维重建( 流线) 由最先进的成像法生成的成像图中神经纤维重建( 流线), 令人无法解剖。 为了解决这个问题, 已经开发了成像过滤方法, 以消除后处理步骤中的错误连接。 这项研究更仔细地研究一种方法, 即 tractit{ 球进进化知情过滤( SIFT), 这种方法采用全球优化方法, 改进过滤后其余的简化和基本扩散磁共振成像数据之间的协议。 SIFT 不适合判断单个精简的可容性, 因为其结果取决于周围的成像图的大小和组成。 为了解决这个问题, 我们建议对随机选择的成色图子子应用SIFT, 以检索每次精简的多重评估。 这种方法使得有可能确定精密的过滤结果, 后者在过滤过程中被使用作为模拟的地面真相, 并被免费使用。 已经训练的Gialgerral liger oral ligistria 。 laftal group laftal lables labal 和 liver liver liver liver labal lical lical lical liver labal labal labal labals labal licald lical lical lical lical licald lical libald labald licald libald licald libald libal licald licald licomgrabal lical licombal libal libal lical lical lical lical licald lical libal lical lial lial lial li lid lid lid lid lid lid lid lial lical lical lical lical lical lical lical lical li