Cerda Vanessa R, Montufar Soria Paola, Wicha Nicole Y
Department of Neuroscience, Developmental and Regenerative Biology, University of Texas at San Antonio, 1 UTSA Circle, San Antonio, TX 78249, USA.
Brain Sci. 2022 Apr 21;12(5):532. doi: 10.3390/brainsci12050532.
Many studies of bilingual arithmetic report better performance when verifying arithmetic facts in the language of learning (LA+) over the other language (LA-). This could be due to language-specific memory representations, processes established during learning, or to language and task factors not related to math. The current study builds on a small number of event-related potential (ERP) studies to test this question while controlling language proficiency and eliminating potential task confounds. Adults proficient in two languages verified single-digit multiplications presented as spoken number words in LA+ and LA-, separately. ERPs and correctness judgments were measured from solution onset. Equivalent P300 effects, with larger positive amplitude for correct than incorrect solutions, were observed in both languages (Experiment 1A), even when stimuli presentation rate was shortened to increase difficulty (Experiment 1B). This effect paralleled the arithmetic correctness effect for trials presented as all digits (e.g., 2 4 8 versus 2 4 10), reflecting efficient categorization of the solutions, and was distinct from an N400 generated in a word-picture matching task, reflecting meaning processing (Experiment 2). The findings reveal that the language effects on arithmetic are likely driven by language and task factors rather than differences in memory representation in each language.
许多关于双语算术的研究报告称,在使用学习语言(LA+)验证算术事实时,比使用另一种语言(LA-)时表现更好。这可能是由于特定语言的记忆表征、学习过程中建立的过程,或者是与数学无关的语言和任务因素。当前的研究基于少数事件相关电位(ERP)研究来测试这个问题,同时控制语言熟练度并消除潜在的任务混淆因素。精通两种语言的成年人分别用LA+和LA-以口语数字单词的形式验证一位数乘法。从答案出现开始测量ERP和正确性判断。在两种语言中都观察到了等效的P300效应,正确答案的正波幅大于错误答案(实验1A),即使刺激呈现速率缩短以增加难度时也是如此(实验1B)。这种效应与以所有数字形式呈现的试验的算术正确性效应相似(例如,2×4 = 8与2×4 = 10),反映了对答案的有效分类,并且与在单词-图片匹配任务中产生的N400不同,后者反映意义处理(实验2)。研究结果表明,语言对算术的影响可能是由语言和任务因素驱动的,而不是每种语言中记忆表征的差异。