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Contribution of working memory in multiplication fact network in children may shift from verbal to visuo-spatial: a longitudinal investigation

机译:儿童乘法事实网络中工作记忆的贡献可能从言语空间转向视觉空间:一项纵向调查

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Number facts are commonly assumed to be verbally stored in an associative multiplication fact retrieval network. Prominent evidence for this assumption comes from so-called operand-related errors (e.g., 4 × 6 = 28). However, little is known about the development of this network in children and its relation to verbal and non-verbal memories. In a longitudinal design, we explored elementary school children from grades 3 and 4 in a multiplication verification task with the operand-related and -unrelated distractors. We examined the contribution of multiplicative fact retrieval by verbal and visuo-spatial short-term and working memory (WM). Children in grade 4 showed smaller reaction times in all conditions. However, there was no significant difference in errors between grades. Contribution of verbal and visuo-spatial WM also changed with grade. Multiplication correlated with verbal WM and performance in grade 3 but with visuo-spatial WM and performance in grade 4. We suggest that the relation to verbal WM in grade 3 indicates primary linguistic learning of and access to multiplication in grade 3 which is probably based on verbal repetition of the multiplication table heavily practiced in grades 2 and 3. However, the relation to visuo-spatial semantic WM in grade 4 suggests that there is a shift from verbal to visual and semantic learning in grade 4. This shifting may be induced because later in elementary school, multiplication problems are rather carried out via more written, i.e., visual tasks, which also involve executive functions. More generally, the current data indicates that mathematical development is not generally characterized by a steady progress in performance; rather verbal and non-verbal memory contributions of performance shift over time, probably due to different learning contents.
机译:通常假定数字事实被口头存储在关联乘法事实检索网络中。这种假设的明显证据来自与操作数有关的错误(例如4×6 = 28)。但是,对于这个网络在儿童中的发展及其与言语和非言语记忆的关系知之甚少。在纵向设计中,我们在与操作数有关和无关的干扰因素的乘法验证任务中探索了3年级和4年级的小学生。我们研究了言语和视觉空间的短期和工作记忆(WM)对乘法事实检索的贡献。四年级的孩子在所有情况下的反应时间都较短。但是,年级之间的误差没有显着差异。口头和视觉空间WM的贡献也随等级而变化。乘法与3年级的语言WM和表现相关,但与4年级的视觉空间WM和表现相关。我们建议3年级与语言WM的关系表明3年级的主要语言学习和获得乘法的机会可能是基于在2年级和3年级大量实践乘法表的语言重复。但是,与4年级的视觉空间语义WM的关系表明,在4年级中存在从语言学习到视觉和语义学习的转变。后来在小学,乘法问题是通过更加书面的,即视觉任务来执行的,这也涉及执行功能。更普遍地说,当前数据表明数学发展通常没有表现出稳定的进步。表现的口头和非言语记忆贡献会随着时间的推移而变化,这可能是由于学习内容不同所致。

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