Complex Analysis Homework

  • Problems are due at 11:59pm. (I won't check until the next morning.)
  • Late homework will not be accepted.
  • You are encouraged to work together on these problems.
  • They may be handed in jointly (unless I change my mind).
  • Present work neatly.
  • Label each problem and page number.
  • Assemble them in correct order.
  • Scan your homework into one .pdf
  • Do not email me homeworks, late, early, or otherwise.
  • Parentheses "( )" mean that problem is not to be handed in.
Homework 1, due 9/1: Honor Code

Homework 2, due 9/7

  • I.1: 1BGH, 2CD, 4
  • I.2: 2BC, 4, 6ABC (hints in back of book)

Homework 3, due 9/13

  • I.4: 3ABC
  • I.5: 1BE, 2AB, 3, 4

Homework 4, due 9/20

  • I.6: 1BC, 2AC, 3
  • I.7: 1AB, 4, 5
  • I.8: 1AB

Homework 5, due 9/27

  • II.1: 2, 3, 8, 10BC
  • II.2: 3, (5)
  • II.3: 3

Homework 6, due 10/6

Homework 7, due 10/25

  • III.1: 1BC, 2, 3
  • IV.1: 1AC, 5 (use the ML theorem)

Homework 8, due 11/3

  • IV.2: 2 (you'll need to use two different branches of the log)
  • IV.4: 1H (where are the discontinuities? for which pieces of the function?)
  • IV.5: 2

Homework 9, due 11/8

  • V.2: 8, 9, 10 (Hint: This should be easy. Ask for a hint if not.)
  • V.3: 6 (Hint: Use a convergence test. Not the one I hate.)

Homework 10, due 11/17

Homework 11, due Friday 12/1

  • VI.1: 1B, 2B
  • VI.2: 1CE

Homework 12, due Friday 12/8

  • VI.2: 7, 8AB
  • VII.1: 1ACDE, 2B, 3AD
  • VII.2: 4