Mathematic Creative Thinking Processes Through Mind-Mapping Based Aptitude Treatment Interaction Learning Model: A Mixed Method Study

Q3 Social Sciences
Gunawan*, Kartono, Kartono Kartono, Wardono Wardono, I. Kharisudin
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引用次数: 1

Abstract

This study aims 1) to determine the effectiveness of the Mind-Mapping based Aptitude Treatment Interaction model towards creative thinking and 2) to explain the mathematical creative thinking process based on the creative level. The number of participants was 26 students who took the Multivariable Calculus course in the odd semester of 2020/2021. This research used the mixed-concurrent embedded method. The data collection techniques were validation, observation, creative thinking tests, and interviews. The results showed that 1) the Mind-Mapping based Aptitude Treatment Interaction model was effective in developing creative thinking, as indicated by the average creative thinking score of the experimental class, which was higher than the control class and 2) the characteristics of students mathematical creative thinking process varied following the creative thinking levels. The students mathematical creative thinking level consists of not creative (CTL 0), less creative (CTL 1), quite creative (CTL 2), creative (CTL 3), and very creative (CTL 4). Students at the CTL 2, CTL 3, and CTL 4 can meet the aspects of fluency, flexibility, and originality.
基于思维导图的数学创造性思维过程:一种混合方法研究
本研究旨在1)确定基于思维导图的能力倾向治疗互动模型对创造性思维的有效性;2)解释基于创造性水平的数学创造性思维过程。参与者为26名在2020/2021单学期学习多元微积分课程的学生。本研究采用混合并发嵌入式方法。数据收集技术为验证、观察、创造性思维测试和访谈。结果表明:(1)思维导图模型对学生的创造性思维有显著的促进作用,实验班学生的创造性思维平均得分高于对照组;(2)学生的数学创造性思维过程特征随创造性思维水平的不同而不同。学生的数学创造性思维水平分为不创造性(CTL 0)、较不创造性(CTL 1)、相当创造性(CTL 2)、创造性(CTL 3)和非常创造性(CTL 4)。CTL 2、CTL 3和CTL 4的学生可以满足流利性、灵活性和独创性方面的要求。
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
CiteScore
1.60
自引率
0.00%
发文量
28
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