Complex Analysis with Physical Applications

Online Course

Complex Analysis with Physical Applications

What is the course about?

Complex Analysis with Physical Applications
The course Complex Analysis with Physical Applications is an online class provided by NUST MISIS through edX. The skill level of the course is Advanced. It may be possible to receive a verified certification or use the course to prepare for a degree.
Terrified of differential equations and special functions in graduate level physics?
Come along, this course is for you.
Course description
The course is for engineering and physics majors. You will learn how to build the solutions of important in physics differential equations and their asymptotic expansions. The main topics include:1.    Introduction to asymptotic series.2.    Special functions.3.    Saddle point techniques.4.    Laplace method of solving differential equations with linear coefficients.5.    Stokes phenomenon.The course instructors are active researchers in a theoretical solid state physics.  Armed with the tools mastered while attending the course, the students will have solid command of the methods of tackling differential equations and integrals encountered in theoretical and applied  physics and material science.

Prerequisites & Facts

Complex Analysis with Physical Applications

Course Topic

Math, Physics

University, College, Institution


Course Skill Level


Course Language


Place of class

Online, self-paced (see curriculum for more information)



Degree & Cost

Complex Analysis with Physical Applications

To obtain a verified certificate from edX / NUST MISIS you have to finish this course or the latest version of it, if there is a new edition. The class may be free of charge, but there could be some cost to receive a verified certificate (49.00 USD) or to access the learning materials. The specifics of the course may have been changed, please consult the provider to get the latest quotes and news.
Complex Analysis with Physical Applications
provided by edX


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Complex Analysis with Physical Applications
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Topic: Math, Physics
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