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Math 185: Complex Analysis
Lecture 1, Spring 2016

Basic Information

Instructor: Kenji Kozai
E-mail: (lastname) at math.berkeley.edu
Office: 749 Evans
Office Hours: Tuesday 3:30-5, Wednesday 10:30-12, and by appointment
GSI: Anh Nguyen
GSI E-mail: (first name)(last name)413 at berkeley.edu
GSI Office: 1070 Evans
GSI Office Hours: M-F 4-6 in 961 Evans
Course Webpage: /~kozai/m185s16/
Prerequisites: Math 104

Required Textbook

  • Theodore W. Gamelin, Complex Analysis (download only available from Berkeley network)

Please note the errata available online.

Other useful references (not required)

  • Ahlfors, Complex Analysis

Homework

There will be weekly homework assignments due on Thursday. They will be posted on the course website and on bCourses at least one week prior to their due date. They are to be turned in at the beginning of class (within the first 10 minutes of class, i.e. 2:20pm) on Thursday, or in my office prior to 1:45pm, either in person or by sliding it under my door. Late homework will not be accepted under any circumstance. However, your two lowest homework grades will not be included in the final grade calculation.

Discussing the problems with other students is encouraged, but each student must write solutions on his/her own. Please acknowledge who you collaborated with by writing their names on the top of your homework before turning it in. Copying solutions, either from other students or from solutions obtained from the internet or any other source, will be considered cheating. Talking about the problem or explaining the ideas is acceptable, but reading any solutions (or having it read to you), either by another student or from any other source, will be considered cheating.

It is expected that what you turn in for your homework is a final draft. That means it should be written neatly or typed, with complete sentences, problems should be in the order that they were assigned, and multiple pages should be stapled together. It is your responsibility to make it as easy as possible for the grader to understand you. If the grader cannot immediately find a problem to be graded because it is not logically arranged, then you will receive a 0 on that problem.

Exams

There will be two midterm exams on Thursday, February 18 and Thursday, March 31. Both will be in class. The final exam is Monday, May 9 at 11:30am-2:30pm.

In the case of a fire alarm during either of the midterms or the final exam, leave your exams in the room, face down, before evacuating. Under no circumstances should you take the exam with you.

Grading

The final grade will be computed as follows:

  • Homework (15%)
  • Midterm 1 (20%)
  • Midterm 2 (20%)
  • Final Exam (45%)
If the final exam score is higher than either midterm score, the lowest midterm score will be replaced by the mean of the score and the final exam score. This effectively means your lowest midterm score can count for 10% of your grade and the final exam for 55% of your grade.

bCourses

Important announcements regarding exams and homework assignments may be posted on bCourses. It is your responsibility to check bCourses regularly. You may configure bCourses to notify you via e-mail. To see how, see the tutorial on notifications.

Special Accommodations

If you have a documented disability and require special accommodations of any kind, please e-mail me as soon as possible, and no later than Friday, February 5.

Last modified 20 January 2016.