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基于表征的视角提升初中生的几何思维水平 被引量:1

The Promotion of Geometric ThinkingLevels of Junior Middle School Students in the View of the Representation
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摘要 初中数学教学存在认套题型的不良现象,笔者设想不妨从表征的视角提升初中生的数学语言转换的能力,构造初中几何解题的认知模型,旨趣于训练初中生的逻辑思维能力,进而提升初中生的几何思维水平. There exists the case of solving mathematic problems by matching with the set questions in junior middle school mathematics teaching.The author proposes that the promotion of the ability of mathematics language conversion of junior middle school students should be based on the representation,structure cognitive model of junior middle school geometric problems solving,to train Logical thinking ability of junior middle school students,and promote geometric thinking levels of junior middle school students.
作者 周新莲
出处 《广东第二师范学院学报》 2015年第5期101-104,共4页 Journal of Guangdong University of Education
基金 广东第二师范学院教改项目-初中几何教与学的认知诊断理论与实践(2014zcjf10)
关键词 表征 初中生 几何教学 几何思维水平 范希尔理论 representation junior middle school students instruction of geometry geometric thinking levels Van Hiele Theory
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  • 1曹一鸣.义务教育数学课程改革及其争鸣问题[J].数学通报,2005,44(3):14-16. 被引量:34
  • 22005年中国数学会教育工作委员会扩大会议实录[J].数学通报,2005,44(4):1-13. 被引量:28
  • 3何小亚.回应《姜伯驹:新课标让数学课失去了什么》[J].广东教育(综合版),2006(6):55-57. 被引量:13
  • 4Goldin G, Shteingold. Systems of Representations and Development of Mathematical Concepts. National Council of Teachers of Mathematics. 2001:1 - 23.
  • 5Sternberg R J, Talia B Z. The Nature of Mathematical Thinking.Lawrence Erlbaum Associates. 1996:27 - 79.
  • 6Jitendra, Asha K, Hoff, Kathryn B, MicheUe M. Teaching Middle School Students With Learning Disabilities to Solve Word Problem Using a Schema - based Approach. Remedial and Special Education.1999, 20:50-64.
  • 7Jitendra, Asha K, DiPipi, Caroline M P, Nora. An Exploratory Study of Schema-based Word-problem-solving Instruction for Middle School Students With Learning Disabilities: an Emphasis on Conceptual and Procedural Understanding. The Journal of Special Education. 2002, 32: 23- 38.
  • 8Siegler R S. Children's Thinking. Upper Saddle River: Prentice Hall, 1998 : 150 - 167.
  • 9Markman A, Dietrich E. In Defense of Representation [J]. Trends in Cognitive Sciences, 2000, (4): 470-475.
  • 10Janvier C. Representation and Understanding: The Notion of Function as an Example [M]. Hillsdale, NJ: Lawrence Erlbaum, 1987.

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