Course Description	Focuses on complex numbers and the complex plane. Includes Cauchy--Riemann equations, complex integration, Cauchy integral theory, infinite series and products, and residue theory. Prereq., MATH 4001.
Schedule	MWF 2 PM - 3 PM,  MUEN E432 (University of Colorado Academic Calendar)
Professor	Sebastian Casalaina-Martin Mathematics 221 casa@math.colorado.edu
Office Hours	Tuesday 9 AM - 12 PM
Textbooks	We will follow parts of the following texts: Complex analysis: an introduction to the theory of analytic functions of one complex variable, Lars V. Ahlfors, McGraw--Hill, 1979, 3d ed. Functions of one complex variable I, John B. Conway, Springer--Verlag, 1978, 2d ed. (Electronic version available from the library.) Real and complex analysis, Walter Rudin, McGraw--Hill, 1987, 3d ed.
Homework	There will be homework assignments posted online.
Syllabus	This syllabus is a rough guide to the topics we will cover.
Grading	Grades will be based on homework, exams and other assignments.
Policies	Please read the following class policies.