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运用多元表征教学策略促进大班幼儿模式能力发展的行动研究 被引量:7

An Action Research on Promoting the Development of 5~6-year-old Children’s Pattern Ability Using Multi-dimensional Teaching Strategies
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摘要 模式能力是幼儿形成逻辑思维的重要前提,对幼儿以后的数学学习和发展有着深远影响。为了提高幼儿的模式能力,本研究采用行动研究范式,运用多元表征的教学策略对实验班和对照班幼儿各30名进行为期4个月的干预,结果发现在行动研究结束后,实验班幼儿的模式能力在量和质两个方面都获得了提升。就量的方面来说,实验班幼儿的模式能力在前后测及与对照班的对比中都有明显提升。就质的方面来说,实验班幼儿更加胜任模式的创造和转换任务,能够把模式概念运用于日常生活中,并且乐于开展模式活动。参与行动研究的教师对多元表征教学策略不再'抵触',运用多元表征教学策略的能力得到了提高。合理的干预方案和研究小组成员的协作是行动研究富有成效的关键因素。教师在数学教学中应善于帮助幼儿理解数学关系,鼓励幼儿选择多种方式进行表征,并在日常生活中注重对幼儿多元表征意识的培养。 Pattern ability is an important mathematical ability in early childhood.It is an important prerequisite for children to form logical thinking,and it lays a good foundation for children’s future mathematics learning and development.This study adopted an action research paradigm,and used multi-representational teaching strategies to intervene in experimental classes of young children(30).The action research lasted for four months.The scope of intervention included group activities and regional activities.The researchers performed a group activity once a week,with four rounds of activity and a total of three rounds(12 collective activities).After one semester of intervention,we examined the children’s pattern ability before and after(60)to explore the influence of multi-representation teaching strategies on the development of children’s model ability,and analyze the effectiveness of multi-dimensional representation teaching strategies.The study found that:after the three rounds of ac tion studies were completed,the children’s pattern ability improved both quantitatively and qualitatively.In terms of quantity,children’s pattern ability in the experimental class has improved significantly,both in comparisons of children before and after the test,or in comparison with the control class.In terms of quality,the children of the experimental class are more competent in the creation and transformation of the pattern,and they can apply the concept of the pattern to life;the teachers of the experimental class no longer'contradict'the multi-representation teaching strategy,and the ability has been improved.In addition,the study also discussed the reason of this action research why was effective,and we believed that reasonable programs and team members’collaboration are key factors for effectiveness.Finally,we proposed educational advices:Help young children understand the relationship between mathematics and choose the appropriate way to represent;Pay attention to the cultivation of children’s multi-representation consciousness in daily life;Children’s process ability should get more attention in practice.
作者 张迎春 李娟 沈童 郑红玲 王丽红 李莹 Yingchun Zhang;Juan Li;Tong Shen;Hongling Zheng;Lihong Wang;Ying Li(College of Education and Art,Shangqiu Institute of Technology 476000 China;College of Teacher Education,Wenzhou University,Wenzhou 325035 China;Department of Education,Hebei University 071000 China;Beijing Normal University Kindergarten,Beijing 100875 China;Qingnian Lu Kindergarten,Baoding,071000 China)
出处 《学前教育研究》 CSSCI 北大核心 2019年第6期69-80,共12页 Studies in Early Childhood Education
基金 国家社科基金教育学一般项目“利益相关者视角下我国幼儿园‘小学化’治理研究”(编号:BHA1801432)
关键词 模式能力 多元表征 行动研究 pattern ability multi-representation action research
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  • 1何小亚.学生“数学素养”指标的理论分析[J].数学教育学报,2015,24(1):13-20. 被引量:136
  • 2严士健.数学对社会的作用与数学教育的思考——纪念《数学通报》创刊70周年[J].数学通报,2006,45(12):22-25. 被引量:7
  • 3Schnotz,W. (2002). Commentary. Towards an integrated view of learning from text and visual displays [J]. Educational Psychology Review, 14 ( 1 ) : 101-120.
  • 4Chnotz,W&Bannert, M . (2003). Costruction and interference in learning from multiple representation [ J ]. Learning and Instuction, 13(2):141-156.
  • 5Schnotz, W. (1993). On the relation of dual coding and mental models in graphics comprehension[J]. Learning and Instruction, 20(3) ,247 - 249.
  • 6李士铃.PME:数学教育心理[M].上海:华东师范大学出版社,2001:22-23.
  • 7Lesh. R, Post. T, &Behr. M. ( 1987 ). Representation and translation among representation in mathematics learning and problem mlving. In C. Janvier(Ed. ), Problem of representation in teaching and learning of mathematics (pp. 33 - 40 ) [ M ]. Hillsdale, NI : Erlbaum.
  • 8Janvier, C. Representation and Understanding. (1987) [ M ]. The Notion of Function as an Exanlple. Problems of Representation in the Teaching and learning of Mathematics . Lawrence Erlbaum, Hillsdale,NJ,67-71.
  • 9Keller, B. A, &Hirseh, C. R, ( 1998 ). Student Preferences for representations of Functions [ J ]. International Journal of Mathematics Education in Science &Technology, 29(1) : 1 - 17.
  • 10Ainsworth, S. ( 1999 ). The funclions of multiple representations[J]. Computers & Education. 33,131 152.

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