期刊文献+

美国微积分课程改革对高职工科高等数学课程建设的启示 被引量:4

Reform of Calculus Course in the USA and Its Implications to the Mathematics Curriculum Construction in Engineering Higher Vocational Education
下载PDF
导出
摘要 20世纪80年代,美国微积分课程改革源于大学入学新生增加、计算机科学发展,以及学生、数学家、计算机科学家、数学教育家等对数学课程内容变更提出的新要求。哈佛大学以分析、图像、数值、语言四规则重构完整的微积分课程相关概念,其他一些大学采取开发专门数学计算软件、创设问题并分组合作寻求解决方法、编写微积分教材等经验,对我国高职工科高等数学课程建设具有重构课程体系、确定合理要求、突出工具作用等方面的启示。 In 1980s, the calculus course reform in the USA originated from the increasing of university freshmen, the de- velopment of computer science, as well as the new request which proposed to the mathematics by students, mathemati- cians, computer scientists and mathematics educators. Harvard University reconstructed the complete related concepts of calculus course by analysis, class image, numerical and language, and some other universities have developed specialized mathematical software, created problems and seek solutions by grouping cooperation and edited teaching materials for calcu- lus. All the above experience has enlightenments to the construction of higher mathematics i~ higher vocational education in China in the aspects of reconstructing curriculum system, identifying reasonable requirements and standing out the func- tion of tools.
出处 《职业技术教育》 北大核心 2014年第14期89-92,共4页 Vocational and Technical Education
关键词 美国 微积分 高等职业教育 工科 高等数学 课程建设 USA calculus higher vocational education engineering higher mathematics course construction
  • 相关文献

参考文献4

二级参考文献15

  • 1H. Anton,Calculus with Analytic Geometry, 3rd edition,John Wiley & Sons,New York, NY (1988)
  • 2T. Apostol,Calculus, Blaisdell Publishing Co, New York (1961).
  • 3G. Davis, Refocusing on Education,http://www, geoffdavis.net/dartmouth/policy/jobmarket/node7.html
  • 4L.A. Steen, Editor,Calculus for a New Century: A Pump, Not a Filter,The Mathematical Association of America Notes #8, Washington DC (1988).
  • 5R.G. Douglas, Editor,Toward a Lean and Lively Calculus.The Mathematical Association of America Notes #6, Washington, DC (1986).
  • 6S.L. Ganter, Changing Calculus, Mathematical Association of America Notes #56,WashingtonDC (2001).
  • 7H.P. Greenspan, D.J. Benney, Calculus: An Introduction to Applied Mathematics,McGraw-Hill, New York (1973).
  • 8W.A. Granville, P.F. Smith, and W.R. Longley, Elements of the Differential and Integral Calculus.Ginn and Company, Boston (1929)
  • 9M. Henriksen, email conversations with the author, May 2004.
  • 10M. Henriksen and M. Lees,Single Variable Calculus with an Introduction to Numerical Methods,Worth Publishers, Inc., New York, NY (1970)

共引文献41

引证文献4

二级引证文献4

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部