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The bridge between practical and deductive geometry: developing the ‘geometrical eye’

机译:实用和演绎几何之间的桥梁:开发'几何眼'

摘要

The dual nature of geometry, as a theoretical domain and an area of practical experience, presents mathematics teachers with the opportunity to link theory with the everyday knowledge of their pupils. Very often, however, learners find the dual nature of geometry a chasm that is very difficult to bridge. With research continuing to focus on understanding the nature of this problem, with a view to developing better pedagogical techniques, this paper reports an analysis of innovative geometry teaching methods that were developed in the early part of the 20th Century, a time when significant efforts were being made to improve the teaching and learning of geometry. The analysis suggests that the notion of the geometrical eye, the ability to see geometrical properties detach themselves from a figure, might be a potent tool for building effectively on geometrical intuition.
机译:几何学的双重性质作为理论领域和实践经验领域,为数学教师提供了将理论与学生日常知识联系起来的机会。然而,很多时候,学习者发现几何学的双重性质是很难弥合的鸿沟。随着研究继续集中于理解这个问题的本质,以期开发更好的教学方法,本文报告了对20世纪初期发展的创新几何教学方法的分析,当时正进行着巨大的努力。被用来改善几何学的教学。分析表明,几何眼睛的概念(即看到几何属性的能力使其脱离图形)可能是有效建立几何直觉的有效工具。

著录项

  • 作者

    Fujita Taro; Jones Keith;

  • 作者单位
  • 年度 2002
  • 总页数
  • 原文格式 PDF
  • 正文语种 en
  • 中图分类

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