An analysis of the gifted and non-gifted students’ creativity within the context of problem-posing activity<quillbot-extension-portal></quillbot-extension-portal>

The purpose of this study was to examine the mathematical creativity of gifted and non-gifted students through the indicators of creativity (fluency, flexibility, and originality). The study involved 12 secondary school students (six gifted and six non-gifted) from different cities in the Black Sea...

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Main Authors: Duygu Arabacı, Adnan Baki
Format: Article
Language:English
Published: Journal of Pedagogical Research 2023-01-01
Series:Journal of Pedagogical Research
Subjects:
Online Access:https://www.ijopr.com/download/an-analysis-of-the-gifted-and-non-gifted-students-creativity-within-the-context-of-problem-posing-12858.pdf
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author Duygu Arabacı
Adnan Baki
author_facet Duygu Arabacı
Adnan Baki
author_sort Duygu Arabacı
collection DOAJ
description The purpose of this study was to examine the mathematical creativity of gifted and non-gifted students through the indicators of creativity (fluency, flexibility, and originality). The study involved 12 secondary school students (six gifted and six non-gifted) from different cities in the Black Sea Region of Türkiye. The data were collected through clinical interviews regarding the solutions developed by the students for a problem-posing activity developed by Balka (1974). Each student was interviewed twice over a two-week period. Prior to the interviews, the students were asked to pose as many different and varied problems as possible. In the clinical interviews, the students' solutions were discussed deeply without evaluating their correctness. Using the theoretical framework developed by Taşkın (2016), data were analyzed using fluency, flexibility, and originality indicators of creativity. The results revealed no clear difference between gifted and non-gifted students in terms of fluency indicators, but gifted students generally pose problems more creatively and flexibly than their non-gifted peers. It has been suggested that problem-posing activities be used to compare the creativity of gifted and non-gifted students. The indicators of originality and flexibility can also be weighted differently for calculating students' final scores of mathematical creativity because they are more effective at distinguishing gifted from non-gifted students.&nbsp;
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spelling doaj.art-caec58d80a5e4b1b99471b7997575f9f2023-03-31T22:45:42ZengJournal of Pedagogical ResearchJournal of Pedagogical Research2602-37172023-01-0171255210.33902/JPR.202317633An analysis of the gifted and non-gifted students’ creativity within the context of problem-posing activity<quillbot-extension-portal></quillbot-extension-portal>Duygu Arabacı0Adnan Baki1Düzce University, Education Faculty, Düzce, TürkiyeTrabzon University, Fatih Faculty of Education, Trabzon, TürkiyeThe purpose of this study was to examine the mathematical creativity of gifted and non-gifted students through the indicators of creativity (fluency, flexibility, and originality). The study involved 12 secondary school students (six gifted and six non-gifted) from different cities in the Black Sea Region of Türkiye. The data were collected through clinical interviews regarding the solutions developed by the students for a problem-posing activity developed by Balka (1974). Each student was interviewed twice over a two-week period. Prior to the interviews, the students were asked to pose as many different and varied problems as possible. In the clinical interviews, the students' solutions were discussed deeply without evaluating their correctness. Using the theoretical framework developed by Taşkın (2016), data were analyzed using fluency, flexibility, and originality indicators of creativity. The results revealed no clear difference between gifted and non-gifted students in terms of fluency indicators, but gifted students generally pose problems more creatively and flexibly than their non-gifted peers. It has been suggested that problem-posing activities be used to compare the creativity of gifted and non-gifted students. The indicators of originality and flexibility can also be weighted differently for calculating students' final scores of mathematical creativity because they are more effective at distinguishing gifted from non-gifted students.&nbsp;https://www.ijopr.com/download/an-analysis-of-the-gifted-and-non-gifted-students-creativity-within-the-context-of-problem-posing-12858.pdfmathematical modelingmodel eliciting activitiesprimary schoolteaching experiment
spellingShingle Duygu Arabacı
Adnan Baki
An analysis of the gifted and non-gifted students’ creativity within the context of problem-posing activity<quillbot-extension-portal></quillbot-extension-portal>
Journal of Pedagogical Research
mathematical modeling
model eliciting activities
primary school
teaching experiment
title An analysis of the gifted and non-gifted students’ creativity within the context of problem-posing activity<quillbot-extension-portal></quillbot-extension-portal>
title_full An analysis of the gifted and non-gifted students’ creativity within the context of problem-posing activity<quillbot-extension-portal></quillbot-extension-portal>
title_fullStr An analysis of the gifted and non-gifted students’ creativity within the context of problem-posing activity<quillbot-extension-portal></quillbot-extension-portal>
title_full_unstemmed An analysis of the gifted and non-gifted students’ creativity within the context of problem-posing activity<quillbot-extension-portal></quillbot-extension-portal>
title_short An analysis of the gifted and non-gifted students’ creativity within the context of problem-posing activity<quillbot-extension-portal></quillbot-extension-portal>
title_sort analysis of the gifted and non gifted students creativity within the context of problem posing activity quillbot extension portal quillbot extension portal
topic mathematical modeling
model eliciting activities
primary school
teaching experiment
url https://www.ijopr.com/download/an-analysis-of-the-gifted-and-non-gifted-students-creativity-within-the-context-of-problem-posing-12858.pdf
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