复变函数课程思政探析与实践

Analysis and Practice of Ideological and Political Work in Complex Function Course

摘要: 复变函数是数学专业的一门专业主干课程，是数学物理方程等课程的基础。本文以从实变函数到复变函数的科研启示、复变函数闭曲线积分和洛朗级数为切入点，挖掘课程思政元素，将数学知识的学习与科研、人生的发展等方面相联系，把思政工作融入到教学过程中，实现知识传授、能力培养和价值引领相统一。

Abstract: Complex function is a core course in mathematics and the basis of courses such as mathematical physics equations. This paper takes the scientific research inspiration from real variable functions to complex variable functions, closed curve integrals of complex variable functions and Laurent series as the starting point, explores the elements of ideological and political work in the course, connects the learning of mathematical knowledge with scientific research and life development, integrates ideological and political work into the teaching process, and realizes the unity of knowledge transfer, ability cultivation and value guidance.