Sella Francesco, Berteletti Ilaria, Lucangeli Daniela, Zorzi Marco
Department of General Psychology, University of Padova, Italy.
Department of Psychology, University of Illinois Urbana Champaign, IL, USA.
Dev Sci. 2016 Mar;19(2):329-37. doi: 10.1111/desc.12299. Epub 2015 Mar 5.
A wealth of studies have investigated numerical abilities in infants and in children aged 3 or above, but research on pre-counting toddlers is sparse. Here we devised a novel version of an imitation task that was previously used to assess spontaneous focusing on numerosity (i.e. the predisposition to grasp numerical properties of the environment) to assess whether pre-counters would spontaneously deploy sequential (item-by-item) enumeration and whether this ability would rely on the object tracking system (OTS) or on the approximate number system (ANS). Two-and-a-half-year-olds watched the experimenter performing one-by-one insertion of 'food tokens' into an opaque animal puppet and then were asked to imitate the puppet-feeding behavior. The number of tokens varied between 1 and 6 and each numerosity was presented many times to obtain a distribution of responses during imitation. Many children demonstrated attention to the numerosity of the food tokens despite the lack of any explicit cueing to the number dimension. Most notably, the response distributions centered on the target numerosities and showed the classic variability signature that is attributed to the ANS. These results are consistent with previous studies on sequential enumeration in non-human primates and suggest that pre-counting children are capable of sequentially updating the numerosity of non-visible sets through additive operations and hold it in memory for reproducing the observed behavior.
大量研究调查了婴儿及3岁及以上儿童的数字能力,但对处于前计数阶段的幼儿的研究却很少。在此,我们设计了一种模仿任务的新形式,该任务曾被用于评估对数量的自发关注(即把握环境数字属性的倾向),以评估前计数儿童是否会自发地进行顺序(逐个项目)计数,以及这种能力是否依赖于客体追踪系统(OTS)或近似数系统(ANS)。两岁半的儿童观看实验者将“食物代币”逐个插入一个不透明的动物玩偶中,然后被要求模仿玩偶进食的行为。代币数量在1到6之间变化,每个数量都呈现多次,以获得模仿过程中的反应分布。尽管没有任何关于数字维度的明确提示,许多儿童仍表现出对食物代币数量的关注。最值得注意的是,反应分布集中在目标数量上,并呈现出归因于ANS的经典变异性特征。这些结果与之前关于非人类灵长类动物顺序计数的研究一致,表明前计数儿童能够通过加法运算顺序更新不可见集合的数量,并将其保存在记忆中以重现观察到的行为。