University of Pennsylvania, USA.
University of Pennsylvania, USA.
Cognition. 2021 Jun;211:104647. doi: 10.1016/j.cognition.2021.104647. Epub 2021 Mar 8.
People estimate numerical quantities (such as the calories of foods) on a day-to-day basis. Although these estimates influence behavior and determine wellbeing, they are prone to two important types of errors. Scaling errors occur when people make mistakes reporting their beliefs about a particular numerical quantity (e.g. by inflating small numbers). Belief errors occur when people make mistakes using their knowledge of the judgment target to form their beliefs about the numerical quantity (e.g. by overweighting certain cues). In this paper, we quantitatively model numerical estimates, and in turn, scaling and belief errors, in everyday judgment tasks. Our approach is unique in using insights from semantic memory research to specify knowledge for naturalistic judgment targets, allowing our models to formally describe nuanced errors in belief not considered in prior research. In Studies 1 and 2, we find that belief error models predict participant estimates and errors with very high out-of-sample accuracy rates, significantly outperforming the predictions of scaling error models. In fact, the best-fitting belief error models can closely mimic the inverse-S shaped patterns captured by scaling error models, suggesting that the types of responses previously attributed to scaling errors can be seen as errors of belief. In Studies 3 to 8, we find that belief error models are also able to predict people's responses in semantic judgment, free association, and verbal protocol tasks related to numerical judgment, and thus provide a good account of the cognitive underpinnings of judgment.
人们每天都会估算数值(例如食物的卡路里)。尽管这些估计会影响行为并决定幸福感,但它们容易出现两种重要的错误。标度误差是指人们在报告对特定数值的信念时出错(例如,夸大小数字)。而信念误差是指人们在利用对判断目标的了解形成对数值的信念时出错(例如,过分重视某些线索)。在本文中,我们定量地建模了日常判断任务中的数值估计以及标度和信念误差。我们的方法是独特的,它利用了语义记忆研究的见解来指定自然判断目标的知识,从而使我们的模型能够正式描述先前研究中未考虑的细微的信念误差。在研究 1 和 2 中,我们发现信念误差模型可以非常准确地预测参与者的估计和误差,其预测效果明显优于标度误差模型。事实上,拟合最好的信念误差模型可以很好地模拟标度误差模型所捕捉到的反 S 形模式,这表明先前归因于标度误差的反应类型可以被视为信念误差。在研究 3 到 8 中,我们发现信念误差模型还能够预测与数值判断相关的语义判断、自由联想和口头报告任务中人们的反应,因此为判断的认知基础提供了很好的解释。