大学数学信念和归属感调查:工具开发与验证

IF 1.2 Q2 EDUCATION & EDUCATIONAL RESEARCH
Pooja Sidney, Benjamin Braun, Cindy Jong, Derek Hanely, Matthew Kim, Kaitlyn Brown, Julianne Vega, Jack Schmidt, Julie Shirah, Chloe U. Wawrzyniak, Johné Parker
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引用次数: 0

摘要

本文报告了一项新测量--大学数学信念与归属感(CMBB)调查--的开发和验证过程。CMBB 对本科生的数学实践和推理、数学信念以及数学归属感进行了当代测量。美国一所大型公立大学五门数学课程的一、二年级本科生完成了多项调查,为调查的开发提供了数据。确认性因子分析(N = 935)以及本文详述的其他心理测量学证据表明,CMBB 是一项包含 15 个因子的调查,能够充分测量数学实践与推理感知、信念和归属感的各个方面。CMBB 调查旨在供研究人员和教师使用,以评估本科生对这三个领域的看法,从而改善学生在大学数学课程中的体验。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

The College Mathematics Beliefs and Belonging Survey: Instrument Development and Validation

The College Mathematics Beliefs and Belonging Survey: Instrument Development and Validation

This paper reports on the development and validation process of a new measure—the College Mathematics Beliefs and Belonging (CMBB) survey. The CMBB provides a contemporary measurement of undergraduate students’ perceptions of their mathematical practices and reasoning, beliefs about mathematics, and sense of belonging in mathematics. Primarily first- and second-year undergraduate students in five mathematics courses at a large public university in the United States completed multiple surveys to provide the data used for survey development. Confirmatory factor analysis (N = 935) along with additional psychometric evidence detailed here indicate that the CMBB is a survey with fifteen factors that adequately measure various aspects of perceived mathematical practices and reasoning, beliefs, and sense of belonging. The CMBB survey is intended for use by researchers and instructors to assess undergraduate students’ perceptions across these three domains with the aim of improving students’ experiences in college mathematics courses.

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来源期刊
CiteScore
2.90
自引率
20.00%
发文量
41
期刊介绍: The International Journal of Research in Undergraduate Mathematics Education is dedicated to the interests of post secondary mathematics learning and teaching. It welcomes original research, including empirical, theoretical, and methodological reports of learning and teaching of undergraduate and graduate students.The journal contains insights on mathematics education from introductory courses such as calculus to higher level courses such as linear algebra, all the way through advanced courses in analysis and abstract algebra. It is also a venue for research that focuses on graduate level mathematics teaching and learning as well as research that examines how mathematicians go about their professional practice. In addition, the journal is an outlet for the publication of mathematics education research conducted in other tertiary settings, such as technical and community colleges. It provides the intellectual foundation for improving university mathematics teaching and learning and it will address specific problems in the secondary-tertiary transition. The journal contains original research reports in post-secondary mathematics. Empirical reports must be theoretically and methodologically rigorous. Manuscripts describing theoretical and methodological advances are also welcome.
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