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Phone: (407) 823-6284;  
Fax: (407) 823-6253;   MAP  207
MAA
6404
.01
Complex Analysis
Spring
2001
, 3
credit hours
| | INSTRUCTOR | Dr.
Deguang Han
| | OFFICE | MAP 231C
| | OFFICE HOURS | TR: 15:00-16:30, or feel free to come to
see me any time; Extra problem discussion hours: Saturday 1:00pm - 2:30 pm at room MAP 233
| | PHONE | 3-2163
| | EMAIL | dhan@pegasus.cc.ucf.edu
| | CLASS LOCATION | MAP 108
| | CLASS TIMES | TR: 19:00-20:15
| | TEXTBOOK | Functions of One Complex Variable (second edition)
| | by | John B. Conway
| GRADING POLICY Final exam 30%; Midterm 30%;Homework and Projects 40%
| GRADING SCALE | | Average | Grade | | 90 - 100%
| A | | 80 - 89%
| B | | 70 - 79%
| C | | 60 - 69%
| D | | 0 - 59%
| F | | IMPORTANT DATES Spring 2001 Classes Begin Jan.8; Late Registration and Add/Drop Jan.9-12; Application for Grade Forgiveness Deadline Jan.12; Fees Due and Last Day for Full Refund Jan.12; Withdrawal Deadline Mar.2; Classes End; Last Day to Remove Incomplete Apr.23; Final Examination Period Apr.24-30; Grades Due in Registrar's Office May 3; Grades Available on POLARIS and TouchTone May 4, after 9 a.m.; Commencements May 4-5
| TENTATIVE LIST OF TOPICS We will cover chapters I through VII in the text. A brief list of topics is as follows: complex numbers, elementary properties of analytic functions, Cauchy-Riemann equations,complex integration, Cauchy's theorem, Fundamental theory of algebra, power series representation, Cauchy estimates, Liouville's theorem, singularities, Laurent expansions, residues, the maximal modulus principle, Schwarz's theorem. M\"obius transformations, conformal mapping, Maximum and minimum modulus theorem, etc.
| OTHER INFORMATION Prerequisites: Solid undergraduate analysis background is expected. Officially listed prerequisite is MAA5405
| CLASS WEB PAGE http://ucf.edu/~dhan/main.html
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