期刊文献+

“归纳与演绎并用”的教学原则 被引量:4

About Mathematical Teaching on Middle School from Relation between Induction and Deduction
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摘要 在进一步阐述归纳与演绎关系的基础上,揭示并分析了中学数学教学中出现的“偏演绎轻归纳”现象,提出了数学教学中必须遵循“归纳与演绎并用”的教学原则. In this paper, we further studied the relation between induction and education, found andanalyzed a case of pay more attention to deduction but lighten induction in mathematical teaching, and gave out ateaching principle, which we must follow from in mathematical teaching of using induction and deduction at thesame time.
作者 刘耀斌
出处 《数学教育学报》 1999年第4期26-28,共3页 Journal of Mathematics Education
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同被引文献25

  • 1侯庆盛.归纳推理在初中数学教学中的应用[J].数学学习与研究,2009(7):1-2. 被引量:8
  • 2毛新勇.建构主义学习理论在教学中的应用[J].课程.教材.教法,1999,19(9):19-23. 被引量:134
  • 3邹毅,杨发建.运用归纳法和演绎法施教的比较研究[J].江西教育科研,2004(11):31-32. 被引量:12
  • 4史宁中.《数学课程标准》的若干思考[J].数学通报,2007,46(5):1-5. 被引量:147
  • 5Kruschke J. K. Category Learning. In: K. Lamberts and R. 1. Goldston,The Handbook of Cognition, 2005, Ch, 7, pp. 183 - 201. London: Sage.
  • 6Medin, D. L., Schaffer, M. M. Context theory of classification learning. Psychological Review, 1978,85:207- 238.
  • 7Nosofsky, R. M. Attention, similarity, and the identification- categorization relationship. Journal of Experimental Psychology: General, 1986,115:39 - 57.
  • 8Ashby, F. G, Maddox, W. T. Relations among prototype, exemplar, and decision bound models of categorization. Journal of Mathematical Psychology, 1993, 38,423- 466.
  • 9Ashby, F. G, Maddox, W. T. Human category learning. Annual Review of Psychology, 2005, 56:149 - 178.
  • 10Rips, L.J. Similarity, typicality, and categorization. In: Vosniadou S, Ortony, A ed. Similarity and analogical reasoning, 1989.

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