从文化历史活动理论的角度理解数学教育中的 "到--交际 "方法

ZDM Pub Date : 2024-05-29 DOI:10.1007/s11858-024-01590-y
Juan D. Godino, Carmen Batanero, María Burgos, Miguel. R. Wilhelmi
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引用次数: 0

摘要

数学教育研究可被理解为一个解决与数学教学相关的基础和应用问题的活动系统。这个系统包括数学教学的基础、规划、实施、评估和教师专业发展等活动,而这些活动又得到不同理论的支持。理论的多样性引起了人们对这些理论的比较、协调和可能的整合的兴趣。本文旨在介绍文化历史活动理论(CHAT)第三代和第四代版本的应用案例,以分析数学知识和教学的本体--交际方法作为研究上述五项部分活动的理论框架的出现。文化活动理论的使用不仅关注主体、客体和工具,还关注这些活动所处的社区背景、生态-规范环境以及理论之间的困境或矛盾,从而有助于理论衔接方面的研究。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Understanding the onto-semiotic approach in mathematics education through the lens of the cultural historical activity theory

Understanding the onto-semiotic approach in mathematics education through the lens of the cultural historical activity theory

Research in mathematics education can be understood as a system of activities addressing the basic and applied problems related to teaching and learning of mathematics. Such a system includes the activities of foundation, planning, implementation, evaluation of mathematics instruction, and teacher professional development, which are supported by different theories. This diversity of theories raises interest in their comparison, coordination, and possible integration. The paper aims to present a case of application of the Cultural Historical Activity Theory (CHAT), in its 3rd and 4th generation versions, to analyze the emergence of the Onto-semiotic Approach to mathematical knowledge and instruction as a theoretical framework that addresses the study of the five partial activities mentioned above. This use of the CHAT can be useful in studies on theory articulation by focusing not only on the subjects, the object, and the instruments but also on the community context, the ecological-normative environment in which these activities take place, and the dilemmas or contradictions between theories.

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