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A quantum theory account of order effects and conjunction fallacies in political judgments

机译:政治判断中秩序效应和结合谬误的量子理论叙述

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摘要

Are our everyday judgments about the world around us normative? Decades of research in the judgment and decision-making literature suggest the answer is no. If people's judgments do not follow normative rules, then what rules if any do they follow? Quantum probability theory is a promising new approach to modeling human behavior that is at odds with normative, classical rules. One key advantage of using quantum theory is that it explains multiple types of judgment errors using the same basic machinery, unifying what have previously been thought of as disparate phenomena. In this article, we test predictions from quantum theory related to the co-occurrence of two classic judgment phenomena, order effects and conjunction fallacies, using judgments about real-world events (related to the U.S. presidential primaries). We also show that our data obeys two a priori and parameter free constraints derived from quantum theory. Further, we examine two factors that moderate the effects, cognitive thinking style (as measured by the Cognitive Reflection Test) and political ideology.
机译:我们的日常判断是关于我们周围的世界的规范吗?判决和决策文学的几十年研究表明答案是否定的。如果人们的判断不遵循规范规则,那么他们遵循哪些规则?量子概率理论是建模人类行为建模的新方法,这些方法与规范性,经典规则有所不同。使用量子理论的一个关键优势在于它阐述了使用相同基本机制的多种类型的判断误差,统一先前被认为是不同现象的内容。在本文中,我们使用关于现实世界事件的判决(与美国总统初级初级有关)的判断来测试与两种经典判断现象,订单效果和结合谬误相关的量子理论相关的预测。我们还表明,我们的数据遵循了源自量子理论的先验和参数自由约束。此外,我们研究了两个因素,以适应效果,认知思维风格(通过认知反射试验衡量)和政治意识形态。

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