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Processing ordinality and quantity: the case of developmental dyscalculia.
1Edmond J. Safra Brain Research Center for the Study of Learning Disabilities, Department of Learning Disabilities, University of Haifa, Haifa, Israel. orly.rubinsten@gmail.com
Investigating numerical cognition, this study reveals distinct cognitive systems for quantity and ordinality. Adults with developmental dyscalculia showed unique patterns in processing ordered information, suggesting separate representations.
Area of Science:
- Cognitive psychology
- Neuroscience
- Developmental psychology
Background:
- Numerical cognition research has focused on quantity processing, neglecting ordinality.
- Both quantity and ordinality are fundamental aspects of numerical information.
- The existence of separate core systems for quantity and ordinality remains debated.
Purpose of the Study:
- To investigate if distinct cognitive systems underlie numerical magnitude and ordinal information processing.
- To explore the relationship between ordinal and numerical information processing in typically developing adults and adults with developmental dyscalculia (DD).
Main Methods:
- Two experiments were conducted using non-symbolic (dot groups) and symbolic (numbers) stimuli.
- Participants performed "ordered" or "non-ordered" judgments.
- Performance was analyzed for ratio effects and directionality in both typically developing adults and adults with DD.
Main Results:
- Adults with DD showed a normal ratio effect in non-symbolic ordinal tasks when quantity and ordinality were dissociated.
- DD participants did not exhibit an ordinality effect in the non-symbolic task unless stimuli properties were randomized and direction was descending.
- In the symbolic task, both groups showed an ordinality effect modulated by ratio and direction.
Conclusions:
- Findings suggest separate cognitive representations for ordinal and quantity information.
- Developmental dyscalculia may involve specific difficulties with ordinal processing, particularly in symbolic tasks.
- Linguistic knowledge might play a role in facilitating the estimation of ordinal information.
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