Mathematics learning orientation: Mathematical creative thinking ability or creative disposition?

Q1 Mathematics
I. Khalil, Rully Charitas, Indra Prahmana
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引用次数: 0

Abstract

Mathematical creative thinking skill often becomes the orientation of mathematics learning, aiming to enhance students’ creativity in mathematics. Recognizing that creativity encompasses the capacity for thinking creatively and creativity disposition is essential. Building on this conceptual foundation, the primary objective of this study is to develop a comprehensive model illustrating the relationship between students' aptitude for mathematical creative thinking and their creative disposition. The research methodology employed in this study aligned with the framework of cause-and-effect analysis. The study cohort consisted of 36 students, carefully selected by a cluster random sampling technique. The research instruments included a mathematical creative thinking ability assessment and a creative disposition scale. The data was analyzed using the Non-Recursive Structural Equation Modeling. The results showed the reciprocal cause-and-effect dynamic between mathematical creative thinking ability and creative disposition, exhibiting a mutually influential relationship with determination coefficients of 21.83% and 21.05%. This shows that mathematical creative thinking ability is better at explaining mathematical creative disposition than mathematical creative disposition explaining mathematical creative thinking ability, with a relatively small difference (0.78%). This study also concluded that an optimal approach to mathematics pedagogy entails a balanced and simultaneous focus on nurturing mathematical creative thinking ability and disposition.
数学学习取向:数学创造性思维能力还是创造性倾向?
数学创造性思维能力往往成为数学学习的导向,旨在提高学生的数学创造力。认识到创造力包括创造性思维能力和创造性倾向是至关重要的。在此概念基础上,本研究的主要目标是建立一个全面的模型,说明学生的数学创造性思维能力与他们的创造性倾向之间的关系。本研究采用的研究方法符合因果分析框架。研究对象由 36 名学生组成,他们都是通过聚类随机抽样技术精心挑选出来的。研究工具包括数学创造性思维能力评估和创造性倾向量表。数据采用非递归结构方程模型进行分析。结果显示,数学创造性思维能力与创造性倾向之间存在互为因果的动态关系,表现出相互影响的关系,决定系数分别为 21.83% 和 21.05%。这表明,数学创造性思维能力对数学创造性倾向的解释能力比数学创造性倾向对数学创造性思维能力的解释能力更强,差异相对较小(0.78%)。这项研究还得出结论,最佳的数学教学方法需要同时均衡地关注数学创造性思维能力和数学创造性倾向的培养。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Journal on Mathematics Education
Journal on Mathematics Education Mathematics-Mathematics (all)
CiteScore
4.20
自引率
0.00%
发文量
13
审稿时长
10 weeks
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