Marinova Mila, Schiltz Christine
Institute of Cognitive Science and Assessment, Department of Behavioural and Cognitive Sciences, Faculty of Humanities, Education and Social Sciences, University of Luxembourg, Maison des Sciences Humaines 11, Porte des Sciences, Belval, Esch-sur-Alzette, L-4366, Luxembourg.
Brain and Cognition, KU Leuven, Leuven, Belgium.
Sci Rep. 2025 Aug 5;15(1):28641. doi: 10.1038/s41598-025-11281-7.
Mastering the relationship between different numerical formats (i.e., digits, number words, and non-symbolic quantities) is an important foundational skill for later math competencies. However, the neurocognitive mechanisms of this relationship remain poorly understood in children. Consequently, the current study examines the integration between digits, number words, and dots in a sample of 34 primary school children (aged 7 to 14 years) with an electroencephalography paradigm tagging the frequency of stimulus presentation. In an oddball paradigm, we presented children with mixed notation sequences (i.e., dots - words, digits - dots, words - digits) at a rate of 166 ms per stimulus while manipulating the magnitude of the deviant numbers in an experimental (rule = standards < 5, deviants > 5) and control conditions (no rule). We observed deviant responses in the experimental but not in the control condition, with the strongest responses for dots - words, followed by words - digits and finally, digits - dots. These findings suggest that, in children, numerical magnitude information is automatically extracted irrespective of the format at least under implicit and rapid presentation conditions.
掌握不同数字格式(即数字、数字词和非符号数量)之间的关系是后期数学能力的一项重要基础技能。然而,儿童对这种关系的神经认知机制仍知之甚少。因此,本研究采用脑电图范式标记刺激呈现频率,在34名7至14岁的小学生样本中,考察数字、数字词和圆点之间的整合情况。在一个异常刺激范式中,我们以每秒166毫秒的速度向儿童呈现混合符号序列(即圆点 - 词、数字 - 圆点、词 - 数字),同时在实验条件(规则 = 标准数 < 5,偏差数 > 5)和对照条件(无规则)下操纵偏差数字的大小。我们在实验条件下观察到了偏差反应,而在对照条件下未观察到,其中对圆点 - 词的反应最强,其次是词 - 数字,最后是数字 - 圆点。这些发现表明,在儿童中,至少在隐性和快速呈现条件下,数字大小信息会自动被提取,而与格式无关。