Math 660 Complex Analysis
Textbook
Serge Lang. Complex Analysis. Springer
Contact
Room: Math 3317. Phone: (301)405-5152. email: mvy@math.umd.edu
TuTh 9:30-10:45 Math 1313
Office hours: TuTh 10:45-11:45 and by appointment.
http://www.math.umd.edu/~mvy
Syllabus
Math 660 covers topics in complex analysis required in the qualifying
analysis exam.
The topics include :
analytic functions, power series, Cauchy theorem and applications,
harmonic functions, geometric function theory including conformal mappings
and Riemann mapping theorem. That includes Chapters 1-10 in Lang's book
and some additional material.
Grading. There will be a total of 600 points available
in the course, allocated as follows.
Two exams, each
worth 100 points,
home work assignments and several quizzes worth together 200 points,
and cumulative final exam worth
200 points.
Tentative exam dates. Exam 1 - March 6. Exam 2- April 17 .
Homework problems