학술논문
Do Generic Proofs Improve Proof Comprehension?
이용수 0
- 영문명
- 발행기관
- 대한수학교육학회
- 저자명
- Kristen Lew Keith Weber Juan Pablo Mejía Ramos
- 간행물 정보
- 『수학교육학연구』제30권 특별호, 229~248쪽, 전체 20쪽
- 주제분류
- 사회과학 > 교육학
- 파일형태
- 발행일자
- 2020.08.31
5,200원
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국문 초록
영문 초록
Students often have difficulty understanding the proofs that they read. Some mathematics educators have suggested using generic proofs to improve students’ proof comprehension. However, few empirical studies about students’ perceptions of generic proofs or whether students understand generic proofs better than traditional proofs have been conducted. In this paper, we describe a qualitative interview study and a quantitative experimental study exploring these issues. Our first finding is that generic proofs are popular with students, who believe they have the potential to improve proof comprehension. Our second finding is that in a randomized controlled experiment, students did not learn more from reading a generic proof than a traditional proof. The significance of these findings is discussed at the end of the paper.
목차
해당간행물 수록 논문
- Do Generic Proofs Improve Proof Comprehension?
- Demystifying Proofs Through Structured Interaction: A Case Study of One Instructor’s Teaching in an Undergraduate Analysis Course
- Supporting Students’ Argumentation Structure Construction using Indeterminacy of Diagram
- Teaching to Listen, Question, and Ponder: An Investigation into Promoting an Enquiring Atmosphere in a Mathematics Classroom
- Proof in Mathematics Education, 1980-2020: An Overview
- Middle-Grade Teachers’ Reasoning with Fraction Division Tasks
- Are Teachers Amenable to Increasing Students’ Scope of Work in Doing Proofs? Estimating Teachers’ Decision-Making Using a Diagnostic Classification Model
- Teachers’ Views about the Role of Examples in Proving-related Activities
- An Analysis of Fifth and Sixth Graders’ Algebraic Thinking about Reverse Fraction Problems
- Learning to Solve Counting Problems: Challenges and Opportunities for Non-Math Majors
- A Model for Teaching Mathematical Argument at the Elementary Grades
- Introduction
- Exploring Mathematical Reasoning of Elementary Preservice Teachers
- Korean Teachers’ Mathematical Knowledge for Teaching in Algebraic Reasoning
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