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Non-symbolic magnitudes are represented spatially: Evidence from a non-symbolic SNARC task

机译:非符号量级在空间上表示:来自非符号SNARC任务的证据

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摘要

A core proposition in numerical cognition is numbers are represented spatially. Evidence for this proposition comes from the “spatial numerical association of response codes” effect (SNARC) in which faster responses are made by the left/right hand judging whether one of a pair of Arabic digits is smaller/larger than the other. Less is known if a similar SNARC effect exists for non-symbolic magnitudes; and research that has been conducted used stimuli which could be translated into symbolic terms. To overcome this limitation, we employed a referent-to-target judgment paradigm in which a referent dot array (n = 30 dots) was follow by a second array of dots (e.g., n = 45 or 15 dots)–participants judged if the second array contained fewer or more dots than the referent array. Dot arrays with fewer dots were judged more quickly with the left hand compared to the right hand (i.e., a SNARC effect). Not all participants demonstrated a SNARC effect, however. Neither visuospatial working memory nor math ability was associated with the presence/absence of a non-symbolic SNARC effect. Implications of the non-symbolic SNARC effect for accounts of numerical cognition are discussed.
机译:数字认知的核心命题是数字在空间上表示。这一主张的证据来自“响应代码的空间数字关联”效应(SNARC),其中左右手判断一对阿拉伯数字中的一个是否小于另一个阿拉伯数字,从而做出更快的响应。对于非符号幅度是否存在类似的SNARC效应,人们所知甚少。并且已经进行的研究使用了刺激,可以将其转化为象征性术语。为了克服这一局限性,我们采用了从参照物到目标的判断范式,其中参照物点阵列(n = 30个点)后跟第二个点阵(例如n = 45或15个点)–参加者判断是否第二个数组包含的点数少于参考数组。与右手相比,左手判断点数较少的点阵列的速度更快(即SNARC效应)。但是,并非所有参与者都表现出SNARC效应。视觉空间工作记忆或数学能力均与是否存在非符号SNARC效应无关。讨论了非符号SNARC效应对数字认知的影响。

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