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Updated: Jun 5, 2026

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Multimedia Battery for Assessment of Cognitive and Basic Skills in Mathematics (BM-PROMA)
Published on: August 28, 2021
Dyscalculia: neuroscience and education
1Clinical Department of Pediatrics IV, Section Neuropediatrics, Innsbruck Medical University, Austria.
Summary
Finger use in early math education may aid children in developing number sense and calculation skills. This approach could be particularly beneficial for those with developmental dyscalculia, enhancing their understanding of numerical concepts.
Area of Science:
- Neuroscience
- Developmental Psychology
- Educational Psychology
Background:
- Developmental dyscalculia is a complex disorder impacting numerical cognition development.
- Existing models often focus on adult calculation, limiting understanding of developmental pathways.
- The link between neuroscience research and pedagogical practices remains underexplored.
Purpose of the Study:
- To review conceptualizations of numerical cognition and developmental dyscalculia.
- To examine research linking finger representation and number processing.
- To discuss the implications of neuroscience findings for educational interventions.
Main Methods:
- Review of empirical evidence from behavioral and brain imaging studies.
- Analysis of research on finger gnosis, finger-based counting, and calculation.
- Discussion of theoretical frameworks connecting finger use to numerical cognition.
Main Results:
- Converging evidence suggests a neurofunctional link between finger use and calculation proficiency in children.
- Finger-based counting and calculation may support the development of mental number representations.
- This process could foster the mapping from concrete to abstract numerical magnitudes.
Conclusions:
- Finger use may serve as a valuable pedagogical tool to enhance number representation and arithmetic learning.
- Explicit finger use in early math education warrants further investigation for both typically developing children and those with developmental dyscalculia.
- Future research should explore the benefits of finger-based methods for mapping concrete to abstract number concepts.
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