A study of Multi-World Paradigm in Mathematics Learning
A study of Multi-World Paradigm in Mathematics Learning
批准号:
10680276
负责人:
NAKAHARA Tadao
金额:
$1.86万
依托单位:
依托单位国家:
日本
项目类别:
Grant-in-Aid for Scientific Research (C)
财政年份:
1998
资助国家:
日本
项目状态:
已结题
起止时间:
1998 至 2000
中文摘要
近年来,数学教育受到激进建构主义、互动主义和社会文化主义三种思想的影响,基于这三种范式或它们的组合,对数学教育进行了大量的研究,它们有一个共同点:这三种思想都认为儿童的活动在数学学习中起着非常重要的作用,他们把社会交往作为学习的重要手段。然而,在对儿童数学学习实践活动的观察和分析中,这三种思想都可以解释的不同阶段往往出现在同一个班级,而激进的建构主义、互动主义和社会文化主义在理论上是相互冲突的,因此,它们在理论上是相互对立的。这三种思想的整合与协调,对于公正地解释学习的现实是不可避免的。从实践的角度看,需要一种灵活的范式,使它们相互协调、相互补充、超越常规概念,作者构建了这种范式,称之为数学学习的多世界范式。它包含了激进建构主义、互动主义和社会文化主义三个世界。我们试图在多世界范式的基础上对数学学习进行理论研究和实践研究。
英文摘要
Lately, the mathematical education is under significant influence of three thoughts including radical constructivism, interactionism, and socioculturism and a lot of studies are being conducted on the mathematical education based on each of such paradigms or combinations thereof.They have a common aspect : all of three thoughts view that children's activities play very important roles in mathematical learning, and they position social interaction as an important means in learning. On the other hand, they have distinct differences in any of the views of cognition, language, and learning.However, in the observations and analyses of children's practical activities in mathematical learning, various phases which could be explained by each of the three thoughts are frequently seen at the same class.While radical constructivism, interactionism and socioculturirm, are mutually conflicting theoretically, it is considered unavoidable to integrate and coordinate the three thoughts in order to explain the realities of learning in fair manner. A flexible paradigm is required from a practical point of view that would coordinate them, be mutually complementing, and be beyond common notions.The authors constructed such paradigm and call it the multi-world paradigm in mathematical learning. It contains the three worlds of the radical constructivism, interactionism, and socioculturism. We have tried to study theoretical as well as practical study of mathematical learning based on the multi-world paradigm.
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Tadao Nakahara, Tetsuro Sasaki, Tasataka Koyama and Takeshi Yamaguchi: "Multi-World Paradigm in Mathematical Learning (1) : An Analysis of Mathematics Classes"Hiroshima Journal of Mathematics Education. Vol.8. (2000)
中原忠雄、佐佐木哲郎、小山田贵、山口武:《数学学习中的多元世界范式(一):数学课堂分析》《广岛数学教育杂志》。
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Masataka KOYAMA: "A Research on the Validity and Effectiveness of "Two-Ares Process Model" of Understanding Mathematics at Elementary School Level"Hiroshima Journal of Mathematics Education. 9. 1-8 (2001)
小山正孝:“小学数学理解“双战神过程模型”的有效性和有效性研究”广岛数学教育杂志。
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小山正孝 他: "新しい教育課程の創造-教科学習と総合的学習の構造化-"教育出版株式会社. 224 (2000)
小山正孝等:“新课程的创建——学科学习和综合学习的构建——”教育出版有限公司224(2000)
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中原忠男 : "算数学習の多世界パラダイム"学校教育. 1000. 48-51 (2000)
中原忠雄:“数学学习的多世界范式”学校教育。1000. 48-51 (2000)。
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中原忠男: "数学学習の多世界パラダイムの研究(1)-多世界パラダイムの構築-"第52回数学教育論文発表会論文集. 32巻. 361-366 (1999)
中原忠雄:“数学学习的多世界范式的研究(1)——多世界范式的构建——”第52届数学教育论文发表论文集,第32卷。361-366(1999)。
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共 15 条
Research on Development and Utilization of Instrument of Potential Ability for Learning Mathematics
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批准号:19330204
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项目类别:Grant-in-Aid for Scientific Research (B)
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资助金额:$7.99万
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财政年份:2007
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财政年份:2004
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依托单位:
Research on Developing the Instrument for Measuring Potential Ability for Mathematical Learning
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资助金额:$5.25万
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财政年份:1999
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依托单位:
Comparative Study on Pupils' Progress of Mathematical Ability
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资助金额:$2.75万
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财政年份:1995
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Study of the Representational System in Mathematics Education
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负责人:NAKAHARA Tadao
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依托单位:
海外基金