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算术记忆具有模态特异性。

Arithmetic Memory Is Modality Specific.

作者信息

Myers Timothy, Szücs Dénes

机构信息

Centre for Neuroscience in Education, Department of Psychology, University of Cambridge, Cambridge, United Kingdom.

出版信息

PLoS One. 2015 Dec 30;10(12):e0145614. doi: 10.1371/journal.pone.0145614. eCollection 2015.

Abstract

In regards to numerical cognition and working memory, it is an open question as to whether numbers are stored into and retrieved from a central abstract representation or from separate notation-specific representations. This study seeks to help answer this by utilizing the numeral modality effect (NME) in three experiments to explore how numbers are processed by the human brain. The participants were presented with numbers (1-9) as either Arabic digits or written number words (Arabic digits and dot matrices in Experiment 2) at the first (S1) and second (S2) stimuli. The participant's task was to add the first two stimuli together and verify whether the answer (S3), presented simultaneously with S2, was correct. We hypothesized that if reaction time (RT) at S2/S3 depends on the modality of S1 then numbers are retrieved from modality specific memory stores. Indeed, RT depended on the modality of S1 whenever S2 was an Arabic digit which argues against the concept of numbers being stored and retrieved from a central, abstract representation.

摘要

关于数字认知和工作记忆,数字是存储于并从一个中央抽象表征中提取,还是从单独的特定符号表征中提取,这是一个悬而未决的问题。本研究旨在通过在三个实验中利用数字模态效应(NME)来帮助回答这个问题,以探索人类大脑如何处理数字。在第一次(S1)和第二次(S2)刺激时,向参与者呈现数字(1 - 9),形式为阿拉伯数字或书面数字单词(实验2中为阿拉伯数字和点阵)。参与者的任务是将前两个刺激相加,并验证与S2同时呈现的答案(S3)是否正确。我们假设,如果S2/S3时的反应时间(RT)取决于S1的模态,那么数字是从特定模态的记忆存储中提取的。事实上,每当S2是阿拉伯数字时,RT就取决于S1的模态,这与数字从中央抽象表征中存储和提取的概念相悖。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/8a3c/4696806/d95629ed9a5b/pone.0145614.g001.jpg

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