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arXiv 1302.5331q-bio.NCcond-mat.dis-nnnlin.CGphysics.bio-ph
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空间受限复杂脑网络的传播动力学

Spreading dynamics on spatially constrained complex brain networks

Reuben O'Dea, Jonathan J. Crofts, Marcus Kaiser

摘要:

定义在复杂网络上的动力系统的研究提供了一个自然的框架来研究神经动力学的无数特征,并已被广泛开展。然而,通常情况下,理论研究中使用的网络与它们试图复制的神经网络的空间嵌入或连通性关系不大。在这里,我们采用详细的神经成像数据来定义一个网络,其空间嵌入准确地代表了大鼠皮层表面的折叠结构,并在简单的传播和连接规则下研究了该网络上的活动传播。通过与具有相同的粗统计的标准网络模型的比较,我们表明,皮层的几何形状深刻地影响通过网络的激活的速度传播。我们的结论是高度相关的癫痫发作事件的理论建模,并指出,这些研究忽略了生理网络结构的风险简化的动态在一个潜在的显着的方式。

英文摘要:

The study of dynamical systems defined on complex networks provides a natural framework with which to investigate myriad features of neural dynamics, and has been widely undertaken. Typically, however, networks employed in theoretical studies bear little relation to the spatial embedding or connectivity of the neural networks that they attempt to replicate. Here, we employ detailed neuroimaging data to define a network whose spatial embedding represents accurately the folded structure of the cortical surface of a rat and investigate the propagation of activity over this network under simple spreading and connectivity rules. By comparison with standard network models with the same coarse statistics, we show that the cortical geometry influences profoundly the speed propagation of activation through the network. Our conclusions are of high relevance to the theoretical modelling of epileptic seizure events, and indicate that such studies which omit physiological network structure risk simplifying the dynamics in a potentially significant way.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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