Abstract

Human beings are assumed to possess an approximate number system (ANS) dedicated to extracting and representing approximate numerical magnitude information. The ANS is assumed to be fundamental to arithmetic learning and has been shown to be associated with arithmetic performance. It is, however, still a matter of debate whether better arithmetic skills are reflected in the ANS. To address this issue, Chinese and German adults were compared regarding their performance in simple arithmetic tasks and in a non-symbolic numerical magnitude comparison task. Chinese participants showed a better performance in solving simple arithmetic tasks and faster reaction times in the non-symbolic numerical magnitude comparison task without making more errors than their German peers. These differences in performance could not be ascribed to differences in general cognitive abilities. Better arithmetic skills were thus found to be accompanied by a higher speed of retrieving non-symbolic numerical magnitude knowledge but not by a higher precision of non-symbolic numerical magnitude representations. The group difference in the speed of retrieving non-symbolic numerical magnitude knowledge was fully mediated by the performance in arithmetic tasks, suggesting that arithmetic skills shape non-symbolic numerical magnitude processing skills.

Highlights

  • Human beings are assumed to possess an evolutionary ancient, innate system dedicated to extracting and representing approximate numerical magnitude information

  • Our findings reveal that Chinese participants show a higher fluency in solving simple arithmetic tasks but are able to discriminate between sets of different numerical quantities at a faster pace than their German peers

  • We compared Chinese and German adults regarding their performance in arithmetic tasks and in a non-symbolic numerical magnitude comparison task

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Summary

Introduction

Human beings are assumed to possess an evolutionary ancient, innate system dedicated to extracting and representing approximate numerical magnitude information. The ability to discriminate between sets of different numerical quantities has been observed in preverbal infants (e.g., [3]), and it undergoes a progressive refinement throughout development peaking at approximately the age of 30 years [1,4]. The factors underlying this developmental progression are a matter of ongoing debate. While the initial increase in the precision of the ANS probably reflects intrinsic maturational and sensory factors, the further development of the ANS is assumed to be associated with the development of mathematical skills (e.g., [5])

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