800:156 01 11:00 a.m. MWF WRT 010 Spring Semester 2004 Introduction to Complex Analysis
Text: Marsden, J. E. and M. J. Hoffman. 1999. Basic Complex Analysis, third edition. W. H. Freeman, New York.
There will be three tests worth 100 points each and a final worth 125 points. Each test will be preceded by a take-home test with the same point value. If homework is collected, it will be worth 100 points. Tentative test dates and coverage are
|Analytic functions||chapter 1||04 February||100|
|Cauchy's theorem||chapter 2||01 March||100|
|Series and Residues||chapters 3, 4||12 April||100|
|Conformal mappings and comprehensive||chapter 5||04 May||125|
Cheating of any kind on examinations or quizzes is a serious matter as discussed in Policies and Procedures 3.01 Academic Ethics/Discipline. Sanctions may range from no credit for the test or quiz to suspension from the University.
Attendance is not a component of your point total, but the lectures provide an important complement to the text, sometimes presenting a different focus on the material.
Although this text has undergone several revisions, it is not perfect. I shall try to draw to your attention any inaccuracies I notice. You are invited to draw errata to my attention. You are also invited to correct any mistakes I make in lecture.
This handout has been prepared using PC-Write. You should learn to use a word processor before you graduate. (It has been revised using the TPU texteditor on ICEMAN/COBRA/VIPER, textedit on a Sun, and Kedit under debian Linux.)
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