课程简介 1 中文简介 复变函数是信息与计算科学专业的必修基础课程。复变函数的理论基础是在19世纪奠定的。三个代表人物分别为：柯西、魏尔斯特拉斯、黎曼。他们分别从积分、级数和映射的角度研究复变函数的。复变函数的建立和发展是与实际问题的需要密切相关的。流体力学、电学和空气动力学的研究都促进了复变函数的发展。通过学习，使学生掌握复变函数的基本知识、概念和方法，为应用复变函数分析问题和解决问题打好基础。通过学习，使学生能够掌握单复变函数的分析理论及几何理论，掌握复变函数的积分方法与计算技能。 2 英文简介 Functions of one complex variable is a compulsory course of information and computing science. The theory of functions of one complex variable is laid in nineteenth Century. Three representatives are: Cauchy, Weierstrass, Riemann. They were from the integral research series and mapping the angle of functions of one complex variable. The establishment and development of functions of one complex variable is needed with the practical issues closely related. Study on electrical and fluid mechanics, aerodynamics have promoted the development of functions of one complex variable. Through learning this course, which enable students to master the basic knowledge of functions of one complex variable, concepts and methods, to lay a good for the application of functions of one complex variable to analyze and solve problems. Through the study, students can master the theory and analysis of the geometric theory of functions of one complex variable and integral control method of functions of one complex variable and calculation skills.