Math 220 C. Analytic Function Theory (Spring 2018)
Room: MSTB114
Day & time: M W F 9:00am to 9:50am
Instructor Information
Midterm Exam: TBA
Final Exam: Wednesday, June 13, 8:00am-10:00am
Required text: Robert E. Greene and Steven G. Krantz, "Function Theory of One Complex Variable", third edition (additional references will be provided for a few topics not covered by this book).
Grading: Weekly homework 25%, midterm exam 25%, final exam 50%, or final exam 100%, whatever is higher.
Collaboration Policy: You may discuss homework problems with other students, but solutions should be written up individually in your own words.
Homework 1 (due Thursday, April 12, to be turned in during the discussion session): Chapter 10, problems 9, 10, 12, 17 (a, b, c, d). In each part of the problem 7 determine the genus of the corresponding Riemann surface.
Homework 2 (due Thursday, April 19, to be turned in during the discussion session).
Homework 3 (due Thursday, April 26, to be turned in during the discussion session).
Homework 4 (due Thursday, May 3, to be turned in during the discussion session).
Homework 5 (due Thursday, May 24, to be turned in during the discussion session).
Homework 6 (due Thursday, May 31, to be turned in during the discussion session).
Complex Analysis,
by George Cain
Books available for free download from UCI computers:
Complex Analysis (In the Spirit of Lipman Bers), by Jane P. Gilman, Irwin Kra, and Rubi E. Rodriguez
Complex Analysis, by Joseph Bak and Donald Newman
A Course in Complex Analysis, by Wolfgang Fischer and Ingo Lieb
Introduction to Complex Analysis in Several Variables, by Volker Scheidemann
Basic Complex Analysis, by Barry Simon
Advanced Comlex Analysis, by Barry Simon
A complex analysis problem book, by Daniel Alpey