Hypergraphs: Organizing complex natural neural networks

Eakta Jain, M. J. Healy, L. Saland, Derek Hamilton, Andrea Allan, Kevin Caldwell, T. Caudell
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Abstract

Data from neuroscience research has shown that the brain can be studied as a neural network. In view of the brain's seemingly infinite complexity, we organize the entire network into a series of sub-networks, each of whose functionalities combine to become the knowledge representation capability of the entire network. Thus, we look at the brain in terms of modules and sub-modules, at varying levels of `granularity'. Since a network can be mathematically represented as a graph, this hierarchical structure is captured through the notion of `hypergraphs' and `hyper-matrices'. The proposed structure has been implemented on a graph specification software tool. Finally, a metaphoric visualization for the structure was proposed
超图:组织复杂的自然神经网络
神经科学研究的数据表明,大脑可以作为一个神经网络来研究。鉴于大脑看似无限的复杂性,我们将整个网络组织成一系列的子网络,每个子网络的功能结合起来成为整个网络的知识表示能力。因此,我们从模块和子模块的角度来看大脑,在不同的“粒度”水平上。由于网络可以在数学上表示为图,因此这种分层结构可以通过“超图”和“超矩阵”的概念来捕获。所提出的结构已在图形规范软件工具上实现。最后,提出了结构的隐喻可视化方法
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