Schemata in Creative Thinking to Solve Mathematical Problems About Geometry

Wahyudi, S. Waluya, H. Suyitno, Isnarto, S. M. Pramusita
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引用次数: 2

Abstract

The purpose of this study is to describe schemata and students creativity in solving mathematical problem about a Geometry. This study is qualitative research. The data of this research were collected by the method of think out loud and task analysis, by giving test questions and conducting interview according to students' responses. Miles and Huberman's analysis technique are used to analyze the data. The result showed that there is variety of student's schemata based on their creativity in solving mathematical problems. Students with high creative thinking skills had complete and systematic schemata structures, while students with less creative category had incomplete schemata. The process of students with high creative thinking skills was arranged in coherent and systematic ways and diverse answers. The incomplete schemata made them not be able to find the relationship between concepts. Students with less creative category have unfavorable schemata and cannot provide a solution to the problem.
以创造性思维解决几何数学问题的图式
本研究的目的在于描述图式与学生解决几何数学问题的创造力。本研究为定性研究。本研究的数据是通过think out loud和task analysis的方法收集的,根据学生的回答进行测试问题和访谈。Miles和Huberman的分析技术被用于分析数据。结果表明,学生基于创造性解题的图式具有多样性。创造性思维水平高的学生图式结构完整、系统,创造性范畴低的学生图式结构不完整。创造性思维能力强的学生的过程被安排成连贯系统的方式和多样的答案。图式的不完整使他们无法找到概念之间的关系。创造性范畴较弱的学生图式较差,不能提供解决问题的方案。
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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