Homeworks, due Tuesdays at 11am,
in box outside my office (Olin 1269).
You'll need
Adobe Acrobat Reader to download these. All HW's refer Rudin's
Principles of Mathematical Analysis.
- HW #1. Due Sep 5.
[It's shorter than usual, because of the first week.]
- HW #2. Due Sep 12.
- HW #3. Do Chapter 6 (R7, 8, 11, 15 ) Chapter 7 ( 1, 2, 3, 5 ) Due Sep 19.
[Recall "R" means read, but do not do the problem.]
- HW #4. Do Chapter 7 ( 6, 7, 8, 9, 11, 15, 16 ) Due Sep 26.
- HW #5. Due Oct 3.
- Midterm exam handed out October 6, due October 11 in class.
- Project description, work division, and selection of date for
final presentation (pick date after Thanksgiving)
should be e-mailed to me by October 25. Newspaper article and papers
are due by November 22. I will give you a couple of weeks in November,
with no assignments, to work on these projects.
- HW #6. Do Chapter 9 ( 2, 3, 5, 6, 8, 9, 11 ). Due October 31.
- HW #7. Do Chapter 9 ( 13, 16, 17, 19, 20 ). Due November 7. And
try to begin working on your Projects.
- for November 14, work on Projects. Written products due November 22.
- HW #8. Due December 5. Do Chapter 10 ( 16 )
and:
Problem A. Prove Theorem 10.20b in your own words.
Problem B. Find a differential 2-form (omega) in R^4 such that
(omega)^(omega) is not zero.
The final exam will be available Thursday December 7.
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