论文部分内容阅读
在高等数学教学的过程中,想要将微积分理论弄清楚,就必须要将极限理论进行透彻的分析.因此,在某种意义上,对极限理论的理解能够为高等数学的学习打下坚实的基础.极限理论是一种研究事物动态数量关系的方法,它是高等数学理论基础的重要组成部分,是区别初等数学和高等数学的重要标志.极限理论在高等数学中扮演着极为重要的角色,对函数连续的概念、导数和微积分等定义的确定有着十分重要的作用.一、极限理论的发展历程
In the process of advanced mathematics teaching, if we want to make clear the theory of calculus, we must make a thorough analysis of the theory of limit.Therefore, in a sense, the understanding of limit theory can lay a solid foundation for higher mathematics learning The ultimate theory is a method to study the dynamic and quantitative relations of things, which is an important part of the advanced mathematics theory, an important symbol of distinguishing elementary mathematics and advanced mathematics.Extreme theory plays an extremely important role in higher mathematics, The continuous definition of functions, the definition of derivatives and calculus has a very important role.First, the development of limit theory