常微分方程的数学思想方法  

The mathematical thought and methods in ordinary differential equation

作　　者：王庆东[1] 菅典兵[2] 侯海军[1] 

机构地区：[1]商丘师范学院数学系,河南商丘476000 [2]商丘师范学院计算机科学系,河南商丘476000

出　　处：《商丘师范学院学报》2003年第2期125-126,132,共3页Journal of Shangqiu Normal University

摘　　要：对常微分方程中的数学思想进行了探讨,认为其可归为模型化,抽象化,化归,逼近.数形结合几方面.In this paper, we discuss the mathematical thought and methods in ordinary differential equation, It is considered that the thought and methods can be sumed up to model, abstraction, transform and conclusion, approach, digit combined with graph.

关 键 词：常微分方程 数学思想方法 模型化 抽象化 化归 逼近 数形结合 

分 类 号：O175.1[理学—数学] O1－0[理学—基础数学]