Inhibition, friend or foe? Cognitive inhibition as a moderator between mathematical ability and mathematical creativity in primary school students

Fulltext:
201969.pdf
Embargo:
until further notice
Size:
388.5Kb
Format:
PDF
Description:
Publisher’s version
Source
Personality and Individual Differences, 142, (2019), pp. 196-201ISSN
Publication type
Article / Letter to editor

Display more detailsDisplay less details
Organization
SW OZ BSI OLO
Journal title
Personality and Individual Differences
Volume
vol. 142
Languages used
English (eng)
Page start
p. 196
Page end
p. 201
Subject
Learning and PlasticityAbstract
It is still unclear which cognitive factors stand at the base of mathematical creativity. One factor could be inhibition, but results are inconsistent. A possible explanation is that this relation is more complex than the direct relations tested, until now. In the current study, the hypothesis was tested that cognitive inhibition moderated the relationship between mathematical ability and mathematical creativity. The sample included 82 primary school students between 8 and 12 years of age. Mathematical creativity was measured with a multiple solution task and scored on fluency, flexibility, and originality. While there was a direct relation between mathematical ability and mathematical creativity, inhibition did not have a direct effect on mathematical creativity, but it positively moderated this relationship for flexibility and originality. These results indicate that reduced inhibition strengthens the relationship between mathematical ability and mathematical flexibility and between mathematical ability and mathematical originality, but not the relation between mathematical ability and mathematical fluency. These findings are discussed in relation to children with high and low mathematical abilities, measurement of inhibition, and the domain-general/domain-specific discussion of creativity.
This item appears in the following Collection(s)
- Academic publications [234204]
- Electronic publications [117151]
- Faculty of Social Sciences [29172]
Upload full text
Use your RU credentials (u/z-number and password) to log in with SURFconext to upload a file for processing by the repository team.