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Number sense at 12 months predicts 4-year-olds' maths skills
Gisella Decarli1, Donatella Zingaro2, Luca Surian1
1Department of Psychology and Cognitive Science, University of Trento, Trento, Italy.
The Approximate Number System (ANS), or sense of number, in 12-month-old infants predicts later mathematical skills at age 4. This early number sense is a specific predictor, independent of intelligence or inhibition.
Area of Science:
- Cognitive Psychology
- Developmental Psychology
- Neuroscience
Background:
- Preverbal infants possess an innate 'sense of number', also known as the Approximate Number System (ANS).
- Existing research indicates a correlation between ANS and mathematical skills in children.
- Debate exists on whether this correlation is mediated by other cognitive skills like inhibition.
Purpose of the Study:
- To investigate the predictive power of the infant ANS on later mathematical achievement.
- To determine if the ANS is a specific predictor of mathematical skills, independent of general intelligence and inhibitory skills.
- To examine the longitudinal relationship between ANS and mathematical abilities from infancy to early childhood.
Main Methods:
- A longitudinal study involving 60 infants tested at 12 months for ANS.
- Re-testing of a subset of 40 participants at 4 years for symbolic math achievement, general intelligence, and inhibitory skills.
- Statistical analysis to assess the predictive relationship between infant ANS and later math skills, controlling for confounding factors.
Main Results:
- Infant ANS at 12 months significantly predicted mathematical skills at 4 years.
- This predictive relationship remained significant even after controlling for general intelligence and inhibitory skills.
- The ANS measured at 4 years also correlated with symbolic math skills, reinforcing the enduring link.
Conclusions:
- The Approximate Number System (ANS) is an early and specific foundation for mathematical abilities.
- The relationship between ANS and mathematical skills is direct and long-standing throughout childhood.
- These findings support the view that early numerical cognition plays a crucial role in later mathematical development.
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