Abstract

There has recently been an increasing focus on the development of automatic processing of numerical magnitude. However, little effort has been made to explore automatic access to non-symbolic numerical magnitude in preschool children. In experiment 1, we used a non-symbolic physical size comparison task in 3- to 6-year-olds to examine developmental changes and the effect of ratio and counting principle knowledge. Results showed that the existence of automatic non-symbolic numerical processing began at age 3–4 years and size congruity effects tended to reduce with increasing age from 4 years old. The study also found that non-counting-principle knowers had a larger congruity effect, and in low ratio conditions the size congruity effect was more easily found. In addition, symbolic number comparison ability was negatively related to size congruity effect. In experiment 2, we explored the relationship between inhibition skill and size congruity effects, as well as interference and facilitatory components in children aged 4 years old. Results showed no correlation between inhibition skills and the size congruity effect and only interference effects were found. We also found a larger interference effect in low ratio conditions than in high ratio conditions.

Highlights

  • Numerosity is an important and useful abstract dimension in our lives

  • We found that automatic non-symbolic numerical processing began at age 3to 4-years old and size congruity effects tended to reduce with increasing age

  • Whether the mastery of counting principles (CPs) knowledge and number comparison ability related to the size congruity effect in children was investigated

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Summary

Introduction

In recent decades there has been a growing amount of research into the developmental trajectories of automatic processing of numerical magnitude [1,2,3,4] An example of this is automatic processing shown by the size congruity effect, measured by the Size Congruity Task [5,6,7]. In this paradigm, participants must choose the physically larger number or dots and ignore a task-irrelevant dimension (the numerical magnitude). Henik, Sneg, and Baruch (1996) suggested that a process is automatic if it is not part of the task requirements [8]

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