期刊文献+

基于ACT-R对小学算术解题过程的分析研究——以一道有余数的除法题为例 被引量:3

Research on the ACT-R Analysis of the Problem-Solving Process of Elementary Arithmetic Questions——Taking a Division Problem Having Remainder for Example
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摘要 当前教育的中心越来越围绕学生展开,对学生解题过程的分析能挖掘出深层次的认知过程,帮助教师更精确地定位学生的问题所在。文章基于卡耐基梅隆大学最新研究成果,利用ACT-R模拟学生的解题过程,通过解题过程分析提出课题教学的四点建议,帮助教师更加有效地实施教学促进学生学习。 As the current education center more around the student, analyzing students' problem-solving process can excavate the deep level of the cognitive process, and help teachers to locate students' problem more accurately. Based on the latest research achievements of CMU this paper uses ACT-R to simulate students' problem-solving process, through the analysis putting forward four suggestions on Subject Teaching to help teachers to promote students' learning by effectively implement teaching.
作者 张萌 崔光佐
出处 《现代教育技术》 CSSCI 2013年第3期36-40,共5页 Modern Educational Technology
基金 国家社会科学基金教育学一般课题"课堂交互产生学习结果的认知模型与仿真研究"(课题批准号BCA100023)的支持
关键词 算术 解题过程分析 ACT-R模拟 认知诊断 arithmetic problem solving process analysis ACT-R simulation cognitive diagnosis
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参考文献8

  • 1胡惠明,孙海林.学习徐特立小学算术科教授法的体会[J].特立学刊,1998,0(1):8-12. 被引量:1
  • 2阎洪波,吴志娟,郇中丹.寻求K-12数学教育的共同基点[J].数学通报,2005,44(12):17-19. 被引量:6
  • 3iHitch,G. J. The role of short-term working memory in mental arithmetic[J] .Cognitive Psychology, 1978,10:302-323.
  • 4Siegler, R.S., Shrager, J.Strategy choices in addition and subtraction:How do children know what to do? In: C. Sophian.The origins of cognitive skills[J].Hillsdale,NJ.Erlbaum, 1984:229 -293.
  • 5Ashcraff MH.Cognitive arithmetic:a review of data and theory[J].Cognition, 1992,44:75.
  • 6张权,张云亭,李威,张敬.数字计算相关脑功能区定位的fMRI研究[J].临床放射学杂志,2005,24(2):103-107. 被引量:14
  • 7Anderson,J.R.,Bothell,D.,Byrne,M. D.,Douglass,S.,Lebiere, C,&Qin,Y.L.An Integrated theory of the mind[J].Psychological Review,2004,111 (4): 1036-1060.
  • 8Gluck, K. A. An ACT-R/PM model of algebra symbolization. In N. Taatgen & J. Aasman(Eds.) [J].Proceedings of the Third International Conference on Cognitive Modeling, 2000:134-141.

二级参考文献15

  • 1李心天.中国人的左右利手分布[J].心理学报,1983,15(3):268-276. 被引量:196
  • 2Ashcraft MH. Cognitive arithmetic: a review of data and theory. Cognition, 1992, 44:75
  • 3Cohen L, Dehaene S, Verstichel P,et al. Number words and number non-words: a case of deep dyslexia extending to Arabic numberals. Brain, 1994, 117:267
  • 4Ivry R. Cerebellar timing systems. Int Rev Neurobiol, 1997, 41:555
  • 5Dehaene S, Cohen L. Towards an anatomical and functional model of number processing. Mathematical Cognition, 1995, 1:83
  • 6Chochon F, Cohen L, van de Moortele PF,et al. Differential contributions of the left and right inferior parietal lobules to number processing. J of Cognitive Neuroscience, 1999, 11:617
  • 7Diwadkar VA, Carpenter PA, Just MA,et al. Collaborative activity between parietal and dorso-lateral prefrontal cortex in dynamic spatial working memory revealed by fMRI. Neuroimage, 2000, 12:85
  • 8Labar KS, Gitelman DR, Parrish TB,et al. Neuroanatomic overlap of working memory and spatial attention networks: a functional MRI comparison within subjects. Neuroimage, 1999, 10:695
  • 9Hanakawa T, Honda M, Okada T,et al. Differential activity in the premotor cortex subdivisions in humans during mental calculation and verbal rehearsal tasks: a functional magnetic resonance imaging study. Neuroscience Letters, 2003, 347:199
  • 10Zago L, Pesenti M, Mellet E,et al. Neural correlates of simple and complex mental calculation. Neuroimage, 2001, 13:314

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