Introduction to Complex Analysis (Free Online Course) – Complex Analysis explores the fascinating world of functions involving complex numbers, offering profound insights into mathematics and its applications. This course introduces foundational topics such as complex functions, analytic properties, Cauchy’s theorems, and residue calculus. You’ll learn how to solve integrals, understand conformal mappings, and apply these concepts in physics, engineering, and signal processing. Designed for students and enthusiasts with a calculus background, this course provides a comprehensive introduction to the elegance and utility of complex analysis. Unlock the power of complex numbers and their role in advanced problem-solving!
What You Will Learn?
| Module 1: Introduction to Complex Numbers |
| Module 2: Complex Functions and Iteration |
| Module 3: Analytic Functions |
| Module 4: Conformal Mappings |
| Module 5: Complex Integration |
| Module 6: Power Series |
| Module 7: Laurent Series and the Residue Theorem |
Skills You Will Gain
- Power Series
- Complex Analysis
- Conformal Mapping
- Complex Numbers
- Laurent Series
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Coursera Course Enrollment Process
Step 1 – Visit the Course Page
Click on the Orange Button below – GET THE FREE ONLINE COURSE to access the Course Page.
Step 2 – Sign Up or Log In
Click on the “Sign Up” or “Log In” button located at the top-right corner of the page. You can register using your email address, Google account, or Facebook account.
Step 3 – Enroll for FREE
Once you’re logged in, select the “Enroll Now” option to gain access to the course materials.
Step 4 – Begin Your Learning Journey: After clicking “Start Learning,” you will be seamlessly redirected to your personalized dashboard, where you can embark on your course at your own pace !
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