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Exploring Infant Sensitivity to Visual Language using Eye Tracking and the Preferential Looking Paradigm
Published on: May 15, 2019
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Young infants' visual fixation patterns in addition and subtraction tasks support an object tracking account
J Gavin Bremner1, Alan M Slater2, Rachel A Hayes2
1Lancaster University, Bailrigg, Lancaster LA1 4YW, UK.
Journal of Experimental Child Psychology
|June 16, 2017
Summary
Infants may not grasp addition and subtraction but can track objects. New research suggests early object tracking skills could be the foundation for developing numerical abilities in babies.
Area of Science:
- Developmental psychology
- Cognitive science
- Infant cognition
Background:
- Understanding the origins of numerical ability in infants is key to numeracy development.
- Previous studies suggested 5-month-olds understand basic arithmetic, but findings were debated.
- Alternative explanations included familiarity preference or object tracking limitations.
Purpose of the Study:
- To investigate infants' numerical understanding and resolve controversy surrounding previous findings.
- To determine if infants' looking time reflects numerical competence or other perceptual skills.
- To explore the role of object tracking in early numerical cognition.
Main Methods:
- Replication of Wynn's (1992) experimental conditions using looking time.
- Supplementation of traditional looking time measures with eye-tracker data.
- Analysis of infant gaze patterns in response to numerical events (e.g., 2-1=2).
Main Results:
- Infants showed selective attention to an object in the incorrect outcome of a subtraction event (2-1=2).
- This gaze pattern aligns with perceptual object tracking, not initial array preference or symbolic numerical accounts.
- Findings suggest infants can track objects over occlusion.
Conclusions:
- Young infants' ability to track objects over occlusion may be a precursor to numerical ability.
- The study provides evidence supporting object tracking over symbolic numerical understanding in early infancy.
- Revises understanding of the developmental trajectory of numeracy.

