Math 220B: Complex Analysis II, Winter 2016
Time and Place: WF 11:00am-12:20pm in APM B412
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Instructor:
Adrian Ioana
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E-mail: aioana@ucsd.edu
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Office: APM 5210
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Office Hours : Wednesday 1-2pm, and by appointment
(if you want to meet, email me or talk to me after class)
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- Teaching
Assistant: Pun Wai Tong
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E-mail: p1tong@ucsd.edu
- Office: APM 6331
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Office Hours: Wednesday 5-7pm
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Announcements:
- The final exam will be held on Monday, March 14th, from 11:30am-2:30pm, in
the regular classroom APM B412.
- The midterm will cover all sections from Chapter VI, and sections 1, 2, and 4 from Chapter VII in Conway.
- There will be no lecture on Friday, January 15th.
- We will have a make-up lecture on Tuesday, January 12th , from 12:30-1:50pm , in APM 5402
- Welcome to Math 220B!
Prerequisites: Math 220A.
Course description: Second course in a three-quarter
sequence on complex analysis. Topics include: the maximum modulus theorem, the Riemann mapping theorem, approximation
by rational functions, analytic continuation, Riemann surfaces.
Textbook: J. B. Conway, Functions of one complex variable I,
3nd edition,
Springer, 1978. We will cover part of chapters VI-IX.
Homework: There will be 4 homework assignments.
Homework is due by 4:00pm in the TA's mailbox.
Grading:
There will be an in-class midterm on
Wednesday, February 10th.
The final
exam is scheduled for Monday, March 14th,
11:30am-2:30pm.
Your final score will be calculated using the
following scheme:
20% Homework + 30% Midterm + 50% Final Exam.
List of homework assignments:
- Homework 1, due Friday, January 22nd: 4, 5 from page 130; 3 (for (b), ignore the part about f(0) not equal to 1), 6, 7 from page 133;
4, 5, 6 from page 138; 3, 5 from page 141. (see here for solutions of the graded problems)
- Homework 2, due Friday, February 5th: 5, 6, 7 from page 150; 1, 4, 6, 8 from page 154; 1, 2, 5 from page 163. (see here for solutions of the graded problems)
- Homework 3, due: Friday, February 26th: 1, 3, 4 from page 201; 1, 2 from page 213; 7, 8 from page 217; and
this problem. (see here for solutions of the graded problems)
- Homework 4, due: Friday, March 11th: 2, 3 from page 221; 6 from page 227; 1, 2, 3, 4 from page 233. (see here for solutions of the graded problems)