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A quantum probability account of individual differences in causal reasoning

机译:因果推理中个体差异的量子概率叙述

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摘要

We use quantum probability (QP) theory to investigate individual differences in causal reasoning. By analyzing datasets from Rehder (2014) on comparative judgments, and from Rehder and Waldmann (2016) on absolute judgments, we show that a QP model can both account for individual differences in causal judgments, and why these judgments sometimes violate the properties of causal Bayes nets. We implement this and previously proposed models of causal reasoning (including classical probability models) within the same hierarchical Bayesian inferential framework to provide a detailed comparison between these models, including computing Bayes factors. Analysis of the inferred parameters of the QP model illustrates how these can be interpreted in terms of putative cognitive mechanisms of causal reasoning. Additionally, we implement a latent classification mechanism that identifies subcategories of reasoners based on properties of the inferred cognitive process, rather than post hoc clustering. The QP model also provides a parsimonious explanation for aggregate behavior, which alternatively can only be explained by a mixture of multiple existing models. Investigating individual differences through the lens of a QP model reveals simple but strong alternatives to existing explanations for the dichotomies often observed in how people make causal inferences. These alternative explanations arise from the cognitive interpretation of the parameters and structure of the quantum probability model. (C) 2018 Elsevier Inc. All rights reserved.
机译:我们使用量子概率(QP)理论来研究因果关系的个体差异。通过对比较判断的REHDER(2014)分析数据集,从rehder和Waldmann(2016)就绝对判断,我们表明QP模型可以考虑因果判断的个体差异,为什么这些判断有时有时违反因果的属性贝叶斯网。我们在同一分层贝叶斯推理框架内实现这一和先前提出的因果原因(包括经典概率模型)的模型,以提供这些模型的详细比较,包括计算贝叶斯因子。 QP模型的推断参数分析说明了如何在推定的因果推理机制方面解释。此外,我们实现了一种潜在的分类机制,该机制根据推断认知过程的属性来识别推理员的子类别,而不是hoc聚类。 QP模型还提供了对聚合行为的解析说明,其替代地只能通过多个现有模型的混合来解释。通过QP模型的镜头调查个体差异,揭示了对人们对人们发出因果推论的情况来说经常观察到的二分法的现有解释的简单但强烈的替代方案。这些替代解释是从量子概率模型的参数和结构的认知解释出现的。 (c)2018年Elsevier Inc.保留所有权利。

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