About this document
Complex Analysis Lecture Notes by Ilyes Ouadah is a document available to read on EtoBox.
The document provides notes for preparing for a qualifying exam in complex analysis. It summarizes topics that will be covered, including: 1) Spherical and hyperbolic trigonometric functions and their relationships. 2) The point at infinity and how functions can be evaluated as the point approaches infinity. 3) Definitions of continuity, differentiability, and analyticity of complex functions. The Cauchy-Riemann equations provide a criterion for determining differentiability.
- Author
- Ilyes Ouadah
- Language
- EN