摘要
《抽象代数》是数学专业的基础课程之一,但内容抽象,很多学生没法掌握其基本知识与基本方法,更不会运用相关知识解决实际问题。该文通过具体案例分析该课程中一些普遍规律的重要意义及其与其它课程的联系,帮助学生充分认识该课程的重要性,更好地掌握所学知识与方法,学会利用相关知识解决实际问题。
Algebra is one of the basic courses for the major of mathematics.Due to its abstract content,it is very hard for students to grasp its basic knowledge and basic methods,and they do not know how to use the relevant knowledge to solve practical problems.The aim of this paper is to help students fully understand the importance of this course,master its knowledge and methods,and learn to apply the relevant knowledge to solve problems by analyzing the significance of some universal laws in this course and its connection with other courses through concrete cases.
作者
李浏兰
周立君
Li Liulan;Zhou Lijun(College of Mathematics and Statistics,Hengyang Normal University,Hengyang Hunan 421002,China)
出处
《衡阳师范学院学报》
2020年第6期26-29,共4页
Journal of Hengyang Normal University
基金
湖南省普通高等学校教学改革研究项目(湘教通〔2018〕436号,序号514)。
关键词
抽象代数
实变函数
复变函数
Abstract Algebra
real functions
complex functions
