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Good neighbors, bad neighbors: the frequent network neighborhood mapping of the hippocampus enlightens several structural factors of the human intelligence on a 414-subject cohort

机译:良好的邻居,坏邻居:海马的频繁网络邻居映射为414个主题队列的人类智能的几个结构因素启示了几个结构因素

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The human connectome has become the very frequent subject of study of brain-scientists, psychologists and imaging experts in the last decade. With diffusion magnetic resonance imaging techniques, united with advanced data processing algorithms, today we are able to compute braingraphs with several hundred, anatomically identified nodes and thousands of edges, corresponding to the anatomical connections of the brain. The analysis of these graphs without refined mathematical tools is hopeless. These tools need to address the high error rate of the MRI processing workflow, and need to find structural causes or at least correlations of psychological properties and cerebral connections. Until now, structural connectomics was only rarely able of identifying such causes or correlations. In the present work we study the frequent neighbor sets of the most deeply investigated brain area, the hippocampus. By applying the Frequent Network Neighborhood mapping method, we identified frequent neighbor-sets of the hippocampus, which may influence numerous psychological parameters, including intelligence-related ones. We have found “Good Neighbor” sets, which correlate with better test results and also “Bad Neighbor” sets, which correlate with worse test results. Our study utilizes the braingraphs, computed from the imaging data of the Human Connectome Project’s 414 subjects, each with 463 anatomically identified nodes.
机译:人类的连接已成为过去十年脑科学家,心理学家和影像专家的频繁的频繁主题。利用扩散磁共振成像技术,联合于先进的数据处理算法,今天我们能够计算具有数百个,剖视识别的节点和数千个边缘的Braingraph,对应于大脑的解剖学连接。没有精制数学工具的这些图形的分析是无望的。这些工具需要解决MRI处理工作流程的高差错率,并且需要找到结构性原因或至少与心理性质和脑连接的相关性。到目前为止,结构的Connectomics只能识别这些原因或相关性。在目前的工作中,我们研究了海马最深入的脑区的频繁邻居组。通过应用频繁的网络邻域映射方法,我们识别出频繁的海马邻居,这可能影响众多心理参数,包括与智力相关的心理参数。我们发现了“良好的邻居”套,与更好的测试结果以及“坏邻居”组相关联,与更糟糕的测试结果相关联。我们的研究利用了从人类连接项目的414个受试者的成像数据计算的Braingraphs,每个都有463个解剖学识别的节点。

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