代数教学中的模式直观  

Pattern Intuitions in Teaching Algebra

作　　者：张广祥[1] 张奠宙[2] 

机构地区：[1]西南大学数学系,重庆400715 [2]华东师范大学数学系,上海200062

出　　处：《数学教育学报》2006年第1期1-4,共4页Journal of Mathematics Education

摘　　要：“模式直观”是另一种直观思维方式,在代数教学中是有教育价值的.“模式直观”的初步分类是:(1)常识性模式直观;(2)迁移性模式直观;(3)和谐性的模式直观;(4)符号性模式直观.As well known, geometric intuitions were important. However, there may not be any geometric graphs in many algebraic problems. In this paper, we discussed a kind of intuitional thinking, so called pattern intuition. We explained that the pattern intuitions always valuable in mathematical teaching process by some examples. In addition, we also gave a simple classification of pattern intuition

关 键 词：模式直观 数学思维 数学发现 代数课程 

分 类 号：G421[文化科学—课程与教学论]