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美国数学MSA教学法的理论与实践 被引量:2

MSA Approach in U.S.Mathematics Instruction:Theory and Practice
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摘要 数学教学需要帮助学生理解概念、熟练计算,进而学会解决应用问题。美国数学课堂中的MSA教学法致力于促进学生实现这三方面的平衡发展。本文从MSA教学法的提出背景、理论依据、主要内容和实践运用等方面对其进行了较为系统的阐释,并在此基础上提出“重视培养学生建模素养,重视引导学生深度学习,以及重视评价学生真实思维过程”的启示。MSA教学法为培养学生的数学核心素养提供了一条可操作的路径。 Mathematics instruction needs to help students understand concepts,be fluent in computing,and then learn to solve applied problems.The MSA approach in U.S.mathematics classroom is committed to promoting the balanced development of these three aspects.This article systematically explains the MSA approach from its background,theoretical basis,main content and practical application.Based on this,it puts forward the enlightenment to Chinese mathematics instruction:cultivating students'modeling thinking,guiding students to deep learning,and evaluating students'true mathematics thinking.
作者 陈近 吴卫东 潘凌萍 CHEN Jin;WU Weidong;PAN Lingping
出处 《比较教育学报》 CSSCI 北大核心 2020年第2期121-136,共16页 Journal of Comparative Education
基金 国家社会科学基金“十三五”规划2016年度教育学一般课题“师范生专业能力分阶行为指标及学习支持体系研究”(项目编号:BIA160138)。
关键词 美国 数学 MSA教学法 建模 策略 应用 American mathematics MSA approach model strategy application
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  • 1冯锐,任友群.学习研究的转向与学习科学的形成[J].电化教育研究,2009,30(2):23-26. 被引量:47
  • 2Eric Jensen LeAnnNickelsen,温暖译.深度学习的7种有力策略[M].上海:华东帅范大学出版社,2010.
  • 3Anderson L. W, Krathwohl D. R. et. al. Taxonomy for Leafing, Teaching, and Assessing: A Revision of Bloom ' s ,Taxonomy of Educational Objectives ( Abridged Edition.) [M]. New York: Longman. 2001.38-62, 63-92.
  • 4Krathwohl, D. R. A Revision of Bloom's Taxconomy: An Overview [J]. Theory into Practice, 2002,(4): 212-218.
  • 5L.W.安德林 L.A.索斯尼克 谭晓玉 袁文辉 译.布卢姆教育目标分类——40年的回顾[M].上海:华东师范大学出版社,1998,8..
  • 6National Research Council (NRC).Adding it up:Helping children learn mathematics [A].In:Kilpatrick J,Swafford J,Findell B.Mathematics learning Study Committee,Center for education,Division of Behavioral and Social Sciences and Education [C].Washington,DC:National Academy Press,2001.
  • 7Carpenter T,Lehrer R.Teaching and learning mathematics with understanding [A].In:Fennema E,Romberg T.Mathematics Classroom that Promote Understanding [C].Mahwah,NJ:Lawrence Erlbaum Association,1999.
  • 8Shafer M,Romberg T.Assessment in classroom that promote understanding [A].In:Fennema E,Romberg T.Mathematics Classroom that Promote Understanding [C].Mahwah,NJ:Lawrence Erlbaum Association,1999.
  • 9Hiebert J,Carpenter T,Fennema E,et al.Making Sense:Teaching and Learning Mathematics with Understanding [M].Portsmouth,NH:Heinemann,1997.
  • 10Rand Mathematics Study Panel.Mathematics Proficiency for All Students:Toward a Strategic Research and Development Program in Mathematics Education [M].Santa Monica,CA:RAND,2003.

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