何时可以从观察到的群体中推断出网络?

IF 1.4 Q2 SOCIAL SCIENCES, INTERDISCIPLINARY Network Science Pub Date : 2024-04-12 DOI:10.1017/nws.2024.6
Zachary P. Neal
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引用次数: 0

摘要

直接从网络成员那里收集网络数据具有挑战性。一种替代方法是通过观察到的群体推断网络,例如,通过观察到的研究人员的论文作者推断科学合作网络。在本文中,我探讨了何时可以从观察到的群体中准确推断出一个未观察到的无向网络。分析采用模拟实验的方法,通过实验来操纵待推断的未观察网络的结构、观察到的群体数量、观察到的群体与未观察网络中的小团体的对应程度,以及推断所使用的方法。我发现,当观察到的群体数量较少时,只要每个群体的成员资格与未观察到的网络中的一个小群紧密对应,就可以使用简单的非加权双模式投影准确推断出未观察到的网络。相反,当观察到大量群体时,即使群体的成员资格大多是随机的,也可以使用统计骨干提取模型准确推断出未观察到的网络。这些发现为研究人员利用对群体的观察来间接测量感兴趣的网络提供了指导。
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When can networks be inferred from observed groups?
Collecting network data directly from network members can be challenging. One alternative involves inferring a network from observed groups, for example, inferring a network of scientific collaboration from researchers’ observed paper authorships. In this paper, I explore when an unobserved undirected network of interest can accurately be inferred from observed groups. The analysis uses simulations to experimentally manipulate the structure of the unobserved network to be inferred, the number of groups observed, the extent to which the observed groups correspond to cliques in the unobserved network, and the method used to draw inferences. I find that when a small number of groups are observed, an unobserved network can be accurately inferred using a simple unweighted two-mode projection, provided that each group’s membership closely corresponds to a clique in the unobserved network. In contrast, when a large number of groups are observed, an unobserved network can be accurately inferred using a statistical backbone extraction model, even if the groups’ memberships are mostly random. These findings offer guidance for researchers seeking to indirectly measure a network of interest using observations of groups.
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来源期刊
Network Science
Network Science SOCIAL SCIENCES, INTERDISCIPLINARY-
CiteScore
3.50
自引率
5.90%
发文量
24
期刊介绍: Network Science is an important journal for an important discipline - one using the network paradigm, focusing on actors and relational linkages, to inform research, methodology, and applications from many fields across the natural, social, engineering and informational sciences. Given growing understanding of the interconnectedness and globalization of the world, network methods are an increasingly recognized way to research aspects of modern society along with the individuals, organizations, and other actors within it. The discipline is ready for a comprehensive journal, open to papers from all relevant areas. Network Science is a defining work, shaping this discipline. The journal welcomes contributions from researchers in all areas working on network theory, methods, and data.
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