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Causal Bayes nets as psychological theories of causal reasoning: evidence from psychological research

机译:因果贝叶斯网作为因果推理的心理学理论:来自心理学研究的证据

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Causal Bayes nets have been developed in philosophy, statistics, and computer sciences to provide a formalism to represent causal structures, to induce causal structure from data and to derive predictions (Glymour and Cooper, in Computation, causation, and discovery, 1999; Spirtes et al., in Causation, prediction, and search, 2000). Causal Bayes nets have been used as psychological theories in at least two ways. They were used as rational, computational models of causal reasoning (e.g., Gopnik et al., in Psychol Rev 111:3-32, 2004) and they were used as formal models of mental causal models (e.g., Sloman, in Causal models: how we think about the world and its alternatives, 2005). A crucial assumption made by them is the Markov condition, which informally states that variables are independent of other variables that are not their direct or indirect effects conditional on their immediate causes. Whether people's inferences conform to the causal Markov and the faithfulness condition has recently been investigated empirically. A review of respective research indicates that inferences frequently violate these conditions. This finding challenges some uses of causal Bayes nets in psychology. They entail that causal Bayes nets may not be appropriate to derive predictions for causal model theories of causal reasoning. They also question whether causal Bayes nets as a rational model are empirically descriptive. They do not challenge, however, causal Bayes nets as normative models and their usage as formal models of causal reasoning.
机译:因果贝叶斯网络已在哲学,统计学和计算机科学领域得到发展,以提供形式主义来表示因果结构,从数据中推导因果结构并推导预测(Glymour和Cooper,计算,因果关系和发现,1999; Spirtes等(例如,因果关系,预测和搜索,2000年)。因果贝叶斯网络至少以两种方式被用作心理学理论。它们被用作因果推理的理性计算模型(例如Gopnik等人,在Psychol Rev 111:3-32,2004中),并且被用作心理因果模型的形式模型(例如Sloman,在因果模型中:我们如何看待世界及其替代方案(2005年)。他们做出的一个关键假设是马尔可夫条件,它非正式地指出变量独立于其他变量,这些变量不是直接或间接影响其直接原因的条件。人们的经验是否符合人们的推论是否符合因果马尔可夫和忠诚条件。对各自研究的回顾表明,推论经常违反这些条件。这一发现挑战了因果贝叶斯网络在心理学中的某些用途。他们认为因果贝叶斯网络可能不适用于因果推理的因果模型理论的预测。他们还质疑因果贝叶斯网作为理性模型是否具有经验描述性。但是,它们不会挑战因果贝叶斯网络作为规范模型,也不会挑战因果贝叶斯网络作为因果推理的形式模型。

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