级数理论下数列、级数、广义积分的内在关系及特征和意义  

On the Internal Relations and Characteristics of Series,Series and Generalized Integral in Series Theory

作　　者：高婷婷[1] 张明会[1] 

机构地区：[1]陇南师范高等专科学校初等教育学院,甘肃成县742500

出　　处：《安阳工学院学报》2017年第6期99-102,共4页Journal of Anyang Institute of Technology

基　　金：陇南师范高等专科学校教学改革项目:基于小学卓越教师培养的<高等数学>教学方法改革;项目编号JXGG201621

摘　　要：无穷级数理论不仅是微积分学进一步发展的基础理论和基本工具,在实际中也有广泛的应用,而且已成为数学中许多分支和一些应用科学技术的基础知识,起着重要的工具作用。the theory of infinite series is not only calculus for further development of the basic theory and basic tools, but also widely used in practice, and has become a basic knowledge of mathematics in many branches and some applications of science and technology, plays an important role in tool. The purpose of this paper is to investigate the characteristics and significance of number theory.

关 键 词：级数理论特征 意义 广义积分 

分 类 号：O151.2[理学—数学]