CAJ | 학술논문

系统地介绍了数学分析中的＂分区间法＂。结合数学分析教材中关于一致连续、积分的极限、一致收敛等定义以及性质对分区间法的应用进行了系统探讨,得到一些有用的性质和方法。在此基础上,举出一些有代表性的例子,进一步运用所得到的性质和方法,力求使学生在数学分析的学习中加深印象,提高教学效果。
계통지개소료수학분석중적＂분구간법＂。결합수학분석교재중관우일치련속、적분적겁한、일치수렴등정의이급성질대분구간법적응용진행료계통탐토,득도일사유용적성질화방법。재차기출상,거출일사유대표성적례자,진일보운용소득도적성질화방법,력구사학생재수학분석적학습중가심인상,제고교학효과。
The paper mainly introduces the dividing method in mathematical analysis.By analyzing the uniform continuity,the definition of the definite integration,the limit of integration,and uniform convergence we explore the application of the dividing method radically and get some useful conclusions.Based on that,we give some typical examples to illustrate the properties and methods we have got.The purpose of this paper is to improve our teaching effect and make the students learn the course well.