Crollen Virginie, Seron Xavier
Institut de Recherche en Sciences Psychologiques (IPSY), Centre de Neuroscience Système et Cognition (NeuroCS), Université Catholique de Louvain, Place Cardinal Mercier 10, B-1348 Louvain-la-Neuve, Belgium.
Acta Psychol (Amst). 2012 Jul;140(3):246-51. doi: 10.1016/j.actpsy.2012.05.003. Epub 2012 Jun 8.
Over- and under-estimation have been observed in numerosity estimation and approximate arithmetic tasks. Two different models have been proposed to account for these reverse patterns of performance: 1) the bi-directional mapping account (Crollen, Castronovo, & Seron, 2011); 2) the operational momentum hypothesis (McCrink, Dehaene, & Dehaene-Lambertz, 2007). Our study was designed to examine whether the operational momentum could account for the over-estimation found in numerosity estimation tasks. To this aim, a series of 3 experiments involving a symbolic to non-symbolic numerical mapping and a rightward or leftward displacement along the mental number line were designed. Over-estimation was observed in these three tasks irrespective of the direction and size of the displacement to be done on the mental number line. These results thus clearly demonstrated that overestimation was not merely due to an attentional bias, but rather relied on the cognitive operation of mapping two differently scaled numerical representations.
在数字估计和近似算术任务中,已经观察到高估和低估的情况。为了解释这些相反的表现模式,人们提出了两种不同的模型:1)双向映射理论(Crollen、Castronovo和Seron,2011年);2)操作动量假说(McCrink、Dehaene和Dehaene-Lambertz,2007年)。我们的研究旨在检验操作动量是否能够解释在数字估计任务中发现的高估现象。为此,设计了一系列3个实验,涉及从符号数字到非符号数字的映射,以及在心理数字线上的向右或向左位移。在这三个任务中都观察到了高估现象,而不管在心理数字线上要进行的位移方向和大小如何。因此,这些结果清楚地表明,高估不仅仅是由于注意力偏差,而是依赖于对两种不同比例的数字表征进行映射的认知操作。