MATH 361 - Complex Analysis

Complex numbers first arose naturally during the algorithmic process of finding roots of cubic polynomials. Extending the ideas of calculus to complex numbers continues to bring forth beautiful ideas such as the Mandelbrot Set and powerful applications to quantum mechanics. This course will take primarily the geometric perspective in understanding the many surprising and elegant theorems of complex analysis.

Prerequisites
MATH 221 or MATH 236 or permission of instructor

Credits 4

Notes
Offered at the discretion of the department.

Area
Math and Computer Science

Compass Attributes
Quantitative Analysis