通过基于秩的网络结构模型发现节点属性

Q3 Mathematics Internet Mathematics Pub Date : 2013-01-01 DOI:10.1080/15427951.2012.678157
A. Henry, P. Prałat
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引用次数: 3

摘要

许多现实世界网络的结构与单个网络节点的属性共同演化。因此,在经验设置中,通常有必要观察链接结构和节点属性;然而,有时链接结构很容易观察到,而节点属性很难测量。本文研究是否可能假设一个网络如何与节点属性共同进化的模型,然后应用该模型基于已知的网络结构来推断未观察到的节点属性。我们发现,在先前研究的网络结构“秩”模型中,节点属性由外部确定的秩表示,这是可能的。特别是,我们表明,通过结合一阶和高阶邻居的平均度检查节点度,可以可靠地估计节点秩。
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Discovery of Nodal Attributes through a Rank-Based Model of Network Structure
The structure of many real-world networks coevolves with the attributes of individual network nodes. Thus, in empirical settings, it is often necessary to observe link structures as well as nodal attributes; however, it is sometimes the case that link structures are readily observed, whereas nodal attributes are difficult to measure. This paper investigates whether it is possible to assume a model of how networks coevolve with nodal attributes, and then apply this model to infer unobserved nodal attributes based on a known network structure. We find that it is possible to do so in the context of a previously studied “rank” model of network structure, where nodal attributes are represented by externally determined ranks. In particular, we show that node ranks may be reliably estimated by examining node degree in conjunction with the average degree of first- and higher-order neighbors.
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Internet Mathematics
Internet Mathematics Mathematics-Applied Mathematics
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