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Updated: Jul 11, 2025

Multimedia Battery for Assessment of Cognitive and Basic Skills in Mathematics BM-PROMA
Published on: August 28, 2021
The brain lateralization and development of math functions: progress since Sperry, 1974
Elena Salillas1, Silvia Benavides-Varela2, Carlo Semenza3
1Department of Psychology and Sociology, University of Zaragoza, Zaragoza, Spain.
Mathematical processing involves both brain hemispheres, challenging earlier left-hemisphere dominance theories. Recent research reveals specific right-hemisphere roles in complex calculations and number processing, alongside developmental shifts in brain lateralization for math.
Area of Science:
- Neuroscience
- Cognitive Psychology
- Mathematics Cognition
Background:
- Early research (Sperry, 1974) suggested left-hemisphere dominance for mathematical functions, with limited right-hemisphere capacity for simple addition.
- Studies on focal lesions indicated a role for the right hemisphere in complex calculations requiring spatial processing.
- Fifty years of research using advanced tools reveal a more intricate picture of brain lateralization in mathematical cognition.
Purpose of the Study:
- To review the current understanding of brain hemisphere involvement in mathematical processing.
- To explore the specific contributions of the right hemisphere beyond generic spatial processing.
- To clarify the developmental trajectory of mathematical function lateralization.
Main Methods:
- Review of existing theoretical frameworks and instrumental findings in neuroscience.
- Analysis of studies on lateralized focal lesions and split-brain conditions.
- Synthesis of developmental data on numerical cognition and brain lateralization.
Main Results:
- Left-hemisphere dominance for most mathematical functions in right-handed individuals is confirmed, but the right hemisphere plays specific, crucial roles.
- The right parietal lobe is implicated in storing spatial layouts for complex arithmetic, and the right insula is vital for processing numbers with zero.
- Developmental data indicate right-hemisphere dominance for basic numerical processes, shifting to a bilateral pattern by school age with greater right-hemisphere involvement in non-symbolic tasks.
Conclusions:
- Mathematical processing involves a complex interplay between both hemispheres, with each contributing specific functions even in simple tasks.
- The right hemisphere's role in mathematical cognition is more specialized than previously thought, extending to specific spatial and numerical processing.
- Brain lateralization for mathematical functions evolves, with early right-hemisphere dominance for basic processes and a shift towards bilateral engagement during development.
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