频数推理
贝叶斯网络
图形模型
推论
贝叶斯概率
结构方程建模
计算机科学
网络分析
贝叶斯统计
贝叶斯推理
机器学习
心理学
数据挖掘
人工智能
物理
量子力学
作者
Karoline B. S. Huth,Jill de Ron,Anna E. Goudriaan,Judy Luigjes,Reza Mohammadi,Ruth Janke van Holst,Eric‐Jan Wagenmakers,Maarten Marsman
标识
DOI:10.1177/25152459231193334
摘要
Network psychometrics is a new direction in psychological research that conceptualizes psychological constructs as systems of interacting variables. In network analysis, variables are represented as nodes and their interactions yield (partial) associations. Current estimation methods mostly use a frequentist approach, which does not allow for proper uncertainty quantification of the model and its parameters. Here, we outline a Bayesian approach to network analysis that offers three main benefits. In particular, applied researchers can use Bayesian methods to (1) determine structure uncertainty, (2) obtain evidence for edge inclusion and exclusion (i.e., distinguish conditional (in)dependence between variables), and (3) quantify parameter precision. The paper provides a conceptual introduction to Bayesian inference, describes how researchers can facilitate the three benefits for networks, and reviews the available R packages. In addition, we present two user-friendly software solutions: a new R package easybgm for fitting, extracting, and visualizing the Bayesian analysis of networks, and a graphical user interface implementation in JASP. The methodology is illustrated with a worked-out example of a network of personality traits and mental health.
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