Considering mathematical creative self-efficacy with problem posing as a measure of mathematical creativity

  • Bicer, Ali; 
  • Lee, Yujin; 
  • Perihan, Celal; 
  • Capraro, Mary M.; 
  • Capraro, Robert M.
Citations

WEB OF SCIENCE

78
Citations

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107

초록

The purpose of this study was to reveal both the effects of problem-posing interventions on the mathematical creative ability of students and how students' creative self-efficacy in mathematics was related to their mathematical creative ability. Elementary school students (n = 205) were randomly assigned to one of two groups: problem-posing or control. Results showed the mathematical creativity for the problem-posing group increased (p < 0.05) more than for students in the control group (d = 0.77). Results from the Confirmatory Factor Analysis showed that mathematical creativity was a higher order factor that included mathematical creative ability and mathematical creative self-efficacy as first-order factors. Among the implications for this is that integrating problem-posing activities into elementary school mathematics instruction can foster mathematical creativity.

키워드

Mathematical creativity; Mathematical creative self-efficacy; Problem posing; Elementary students; Mathematical creative ability; TEACHERS; PERFORMANCE; TASKS; MODEL; TOOL
제목
Considering mathematical creative self-efficacy with problem posing as a measure of mathematical creativity
저자
Bicer, Ali; Lee, Yujin; Perihan, Celal; Capraro, Mary M.; Capraro, Robert M.
DOI
10.1007/s10649-020-09995-8
발행일
2020-11
유형
Article
저널명
Educational Studies in Mathematics
권
105
호
3
페이지
457 ~ 485