Course Description	Theory of functions of one complex variable, including integrals, power series, residues, conformal mapping, and special functions.  Linear algebra MATH 3130 and real analysis MATH 3001 and MATH 4001 are strongly recommended as prerequisites.
Schedule	MWF 2 PM - 3 PM,  ECCR 118 (University of Colorado Academic Calendar)
Professor	Sebastian Casalaina-Martin Mathematics 221 casa@math.colorado.edu
Office Hours	Wednesday 11 AM - 2 PM
Textbook	Fundamentals of Complex Analysis with Applications to Engineering, Science, and Mathematics (3rd Edition) by Edward B. Saff and Arthur David Snider, Prentice Hall. We will also 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. Mathematical analysis: an introduction, Andrew Browder, Springer-Verlag, 1996. (Electronic version available from the library.)
Homework	There will be homework assignments posted online.
Syllabus	This syllabus is a rough guide to the topics we will cover.
Grading	Homework and Quizzes 15%, Midterm I 25%, Midterm II 25%, Final 35%.
Policies	Please read the following class policies.