网络观测的敏感性分析及其在社会影响效应推断中的应用

IF 1.4 Q2 SOCIAL SCIENCES, INTERDISCIPLINARY Network Science Pub Date : 2020-10-19 DOI:10.1017/nws.2020.36
Ran Xu, K. Frank
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引用次数: 4

摘要

网络观测的有效性有时是实证研究中关注的问题,因为观察到的网络容易出错,并且可能不能代表感兴趣的总体。这种有效性的缺乏不仅仅是随机测量误差的结果,而且往往是由于系统偏差导致的,这种偏差可能导致对行为者网络选择偏好的误解。网络观测中的这些问题可能会使常见网络模型(如与影响和选择有关的模型)的估计产生偏差,并导致错误的统计推断。在这项研究中,我们提出了一种基于模拟的敏感性分析方法,该方法可以评估社会网络分析中对六种可能导致网络观察偏差的选择机制(随机、同质、反同质、传递性、互惠和优先依恋)的推断的稳健性。然后,我们应用这种敏感性分析来检验社会影响效应推论的稳健性,并推导出两组分析解,可以解释由于随机、同质和反同质选择而导致的网络观察偏差。
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Sensitivity analysis for network observations with applications to inferences of social influence effects
Abstract The validity of network observations is sometimes of concern in empirical studies, since observed networks are prone to error and may not represent the population of interest. This lack of validity is not just a result of random measurement error, but often due to systematic bias that can lead to the misinterpretation of actors’ preferences of network selections. These issues in network observations could bias the estimation of common network models (such as those pertaining to influence and selection) and lead to erroneous statistical inferences. In this study, we proposed a simulation-based sensitivity analysis method that can evaluate the robustness of inferences made in social network analysis to six forms of selection mechanisms that can cause biases in network observations—random, homophily, anti-homophily, transitivity, reciprocity, and preferential attachment. We then applied this sensitivity analysis to test the robustness of inferences for social influence effects, and we derived two sets of analytical solutions that can account for biases in network observations due to random, homophily, and anti-homophily selection.
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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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