COURSE:  Theory of Functions of a Complex Variable,  M361 #55370, Fall 2011
------   TTh 9:30-11:00, RLM 5.114, attendance is mandatory.

TEXT:     J.E. Marsden, M.J. Hoffman, "Basic Complex Analysis", 3rd edition
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SYLLABUS:  Ch. 1: Analytic Functions                               (7 days)
--------   Ch. 2: Cauchy's Theorem                                 (6 days)
           Ch. 3: Series Representation of Analytic Functions      (4 days)
           Ch. 4: Calculus of Residues                             (5 days)
           Ch. 5: Conformal Mappings                               (3 days)

INSTRUCTOR: Hans Koch, Office Hours TTh 2:30-4:00, and by appointment
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                                                               | 93 -100 A
GRADING:  Letter grades  (A,A-,B+,...,D-,F)  will be given for | 89 - 92 A-
-------   each exam, but number grades  (100,99,..,2,1,0) will | 85 - 88 B+
          be kept for averaging.  The course grade is obtained | 81 - 84 B
          by averaging the number grades of the 4 exams.       | 77 - 80 B-
          Each student  may replace  the grade of  ONE exam by | 73 - 76 C+
          the grade of one of the following exams.             | 69 - 72 C
                                                               | 65 - 68 C-
HOMEWORK  will be posted on Wednesdays.                        | 61 - 64 D+
--------  Homework is NOT graded or even collected, but ...    | 57 - 60 D
          Each exam will include (about 20%) slightly modified | 53 - 56 D-
          homework problems.                                   |  0 - 52 F

EXAMS:  Three 70 minute  in-class  (Exams 1,2,3) | Exam 1  (Th Sep 22)  24%
-----   and a 120 minute Final  (Exam 4, 2-4 pm) | Exam 2  (Tu Oct 18)  24%
        Books,  calculators,  or  notes  are not | Exam 3  (Th Nov 10)  24%
        allowed. No make-up exams will be given. | Exam 4  (Fr Dec  9)  28%

MORE INFO: See the class web page http://www.ma.utexas.edu/users/koch/M361/
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