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数学观的嬗变及其对数学教育的启示
引用本文:胡典顺.数学观的嬗变及其对数学教育的启示[J].天津师范大学学报(基础教育版),2012(2):6-10.
作者姓名:胡典顺
作者单位:华中师范大学数学与统计学学院,湖北武汉,430079
基金项目:华中师范大学国家教师教育创新平台理论创新研究成果,中央高校基本科研业务费专项资金资助
摘    要:数学观是人们对数学的总体看法。数学观是不断演变的。数学观的发展经历了从绝对主义数学观到可误主义数学观以及建构主义数学观三个阶段。数学观的演变给数学教育极大的启示,在数学教育中,我们应该把握数学观的深刻内涵,领悟数学是一种文化,理解数学知识的本质,把握数学思想方法,鉴赏数学美和追求数学精神。

关 键 词:数学观  内涵  演变  启示

the Evolution of the Conception of Mathematics and its Inspiration for Mathematics Education
HU Dianshun.the Evolution of the Conception of Mathematics and its Inspiration for Mathematics Education[J].Journal of Tianjin Normal University(Elementary Education Edition),2012(2):6-10.
Authors:HU Dianshun
Institution:HU Dianshun(School of Mathematics and Statistics,Central China Normal University,Wuhan Hubei 430079,China)
Abstract:Conception of mathematics is the overall view of mathematics and is constantly evolving.Conception of mathematics has been developed from the absolutism view of mathematics,error-able doctrine view of mathematics and constructivism view of mathematics.The evolution of the conception of mathematics presents mathematics education with great inspiration.We should grasp the profound connotation of the concept of mathematics in mathematics education,view mathematics as a kind of culture,understand the essence of mathematics knowledge,grasp thought and method of the mathematics,appreciate the beauty of mathematics,and pursue the spirit of mathematics.
Keywords:conception of mathematics  connotation  evolution  inspiration
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