Math 205 (Sections 31 and 41)
Textbook: Principles of Mathematical Analysis
by Walter Rudin
Homework collection:
To be announced.
Any homework turned in directly to me will be effectively considered lost.
Homework 1 (Due Friday, April 4)
- Rudin, Chapter 8 (page 196), #1,2,3.
Homework 2 (Due Wednesday, April 9)
- Rudin, Chapter 8 (page 196), #7,10,11.
Homework 3 (Due Wednesday, April 16)
- Rudin, Chapter 6 (page 138), #10,11.
- Rudin, Chapter 8 (page 196), #12,14,15,16.
Homework 4 (Due Friday, April 25)
Problem number 2 on the supplement was corrected on 4/21/2014 at 6pm.
Homework 5 (Due Wednesday, May 7)
- Rudin, Chapter 10 (page 288), #16,17,18,19,20,28.
Midterm #1: Friday, May 9.
Covering the parts of Chapter 8 up to and including Fourier Series, and Chapter 10 up to (but not including) the subsection on closed and exact forms.
Homework 6 (Due Wednesday, May 21)
- Give detailed proofs of the assertions in Remarks 11.1 (page 309)
- Rudin, Chapter 11 (page 332), #15.
Homework 7 (Due Wednesday, May 28)
- Rudin, Chapter 11 (page 332), #1,2,3,4,5,6,9,10.