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Are numbers grounded in a general magnitude processing system? A functional neuroimaging meta-analysis
H Moriah Sokolowski1, Wim Fias2, Chuka Bosah Ononye1
1University of Western Ontario, London, Ontario, Canada.
The brain uses a general magnitude system for both numbers and non-numerical information, but also has specific regions for processing symbolic and nonsymbolic numbers. This suggests a dual system for numerical cognition.
Area of Science:
- Cognitive Neuroscience
- Neuroimaging
- Psychology
Background:
- Ongoing debate regarding number processing: number-specific system vs. general magnitude processing system.
- General magnitude system is also used for non-numerical information like physical size, duration, or luminance.
- Need for quantitative analysis to synthesize existing neuroimaging findings.
Purpose of the Study:
- To conduct the first quantitative meta-analysis of neuroimaging studies on numerical and non-numerical magnitude processing.
- To identify overlapping and distinct neural activation patterns for different types of magnitude processing.
Main Methods:
- Utilized Activation Likelihood Estimation (ALE) meta-analysis.
- Analyzed 93 empirical neuroimaging papers.
- Generated probabilistic activation maps for non-numerical, symbolic numerical, and nonsymbolic numerical magnitudes.
Main Results:
- Overlapping activation for symbolic, nonsymbolic, and non-numerical magnitudes found in frontal and parietal lobes.
- Specific activation in the left superior parietal lobule for symbolic numerical magnitudes (e.g., Arabic digits).
- Specific activation in bilateral precuneus for nonsymbolic numerical magnitudes (e.g., dot arrays).
- No parietal regions activated for non-numerical magnitudes were exclusive of numerical magnitude activation.
Conclusions:
- Numbers are processed through a combination of a generalized magnitude system and format-specific number regions.
- Evidence supports a dual mechanism for numerical cognition, integrating general and specialized processing pathways.
- Findings clarify the neural basis of numerical cognition and its relationship to broader sensory magnitude processing.
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