Experimental testing of constructivism and related theories

Area of Science:

• Cognitive Neuroscience
• Philosophy of Mathematics
• Neuroscience

Background:

• The human brain's hemispheres exhibit specialized functions.
• Understanding the neural basis of abstract concepts like ontology and mathematics remains a challenge.

Purpose of the Study:

• To demonstrate how experimental methods can elucidate the cognitive constructions of ontology and mathematics.
• To link specific mathematical and ontological concepts to the analytic (left) and synthetic (right) functions of the cerebral hemispheres.
• To explore the relationship between hemispheric dominance and preferences for specific philosophical and mathematical frameworks.

Main Methods:

• Application of experimental scientific methods to cognitive functions.
• Analysis of the relationship between cerebral hemisphere mechanisms and abstract concept formation.
• Investigating Kantian modes of perceiving experience (temporal vs. spatial) in relation to hemispheric functions.

Main Results:

• Left hemisphere dominance correlates with nominalism and aptitude for ordinal mathematics.
• Right hemisphere dominance correlates with Platonism and aptitude for cardinal mathematics.
• Kantian temporal perception is linked to the left hemisphere, and spatial perception to the right hemisphere.

Conclusions:

• Cerebral hemispheric functions provide a framework for understanding the origins of mathematical and ontological concepts.
• The proposed hemispheric-conceptual links are experimentally testable.
• This research offers a potential pathway to experimentally validate Kantian constructivism.