Complex Analysis
Course Materials:
Homework:
Believe it or not, we can only assign so much homework. Some of the results from homework may be used (even if the problem isn't assigned, or is used as a class example, etc.). So, it is HIGHLY RECOMMENDED that you read all of the problems in a section--even if they are not assigned. =)
Due Monday, January 18 by class:
Read all the questions in section 1.1 (pg. 4-5)
Do #s 1(b)-(h), 2 (don't have to sketch), 5, 6
Due Friday, January 22 by class:
Read all the questions in section 1.2 (pg. 9-11)
Do #s [1(a),(c),(e),(g) (don't have to sketch)], 6 [Hint: pg. 4], 8.
Due Wednesday, January 27 by class:
Read all the questions in section 1.3 (hopefully #7 will seem funny at this point)
Do #2 (you need antipodal, but antipodal does not mean -P right now. If you want antipodal to mean -P, use all notation in the book)
Do #5 (N.B., if you're referring to your class notes, you need to show the product is 1. If you're using the book, prove the product is 2)
Due Monday, February 1 by class:
From section 1.5: #s 1b,1f [do not need to sketch]; #s 2a,2c,2e
From section 1.8: #s 1b,1c,1d; 2
Due Friday, February 5 by class
Due Wednesday February 17 by class
From section 2.2: #s 1a,1c,1e,1g; 2,5
From section 2.3: #s 2,8