职前数学教师和数学本科生对数学概念的隐喻性认知

Bedirhan Teke
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摘要

摘要:本研究旨在比较职前数学教师(PMT)学生和本科数学(UM)学生对数学概念的隐喻,并确定隐喻在班级和院系变量水平上的分布情况。为此,本研究采用了诠释现象学作为现象学设计类型--定性研究方法之一。这项研究是在 2021/22 学年进行的,共有 57 名就读于安纳托利亚东南部地区一所公立大学文理学院的 UM 学生和 68 名就读于同一所大学教育学院的 PMT 学生参与了研究。数据通过访谈表收集,并通过内容分析法进行分析。得出的结论是,为了全面解释数学概念,有必要使用许多隐喻,受访者认为数学有其积极和消极的方面,并在日常生活中接受数学。此外,受访者对数学的看法也因班级和院系而异。例如,PMT 的学生对数学的看法更具体,而 UM 的学生则采用抽象的思维方式。究其原因,相信与PMT学生所学的课程较UM学生所学的课程抽象,理论性课程较少有关,而且PMT学生活泼好动,提供建构主义的学习环境,旨在培训数学教师,而非培训学生成为数学家。 关键词:隐喻;数学教育;现象学隐喻、数学教育、现象学、职前数学教师、本科数学
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Pre-service Mathematics Teachers and Undergraduate Mathematics Students' Metaphorical Perceptions of the Concept of Mathematics
Abstract: This study aims to compare the metaphors developed by the students of the Pre-service Mathematics Teachers (PMT) and the students of the Undergraduate Mathematics (UM) regarding the concept of mathematics and to determine how the metaphors are distributed as to the variables level of class and the department. For this purpose, hermeneutic phenomenology was used as a type of phenomenology design- one of the qualitative research methods. This study was conducted during the 2021/22 academic year with a total of 57 UM students studying at the Faculty of Arts and Sciences of a public university in the Southeastern Anatolia Region, and a total of 68 PMT students studying at the Faculty of Education at the same university. Data was collected through an interview form and analysed with content analysis. It was concluded that many metaphors are necessary in order to explain the concept of mathematics in a holistic way and that the respondents considered mathematics with its positive and negative aspects, as well as embracing it in daily life. It was also observed that the respondents’ perceptions of mathematics differ depending on the level of class and the department. For example, while the PMT students approached mathematics with a more concrete viewpoint, the UM students adopted an abstract mind-set. The reason for this result is believed to be related to the fact that the curricula applied for the PMT students contains less abstract expressions and theoretical lessons than that of the UM students, and also makes students active, offers a constructivist learning environment, and aims to train mathematics teachers rather than training them to become mathematicians. Keywords: Metaphor, mathematics education, phenomenology, pre-service mathematics teachers, undergraduate mathematics
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