Math 5399 Homological Algebra II, Spring 2012
Class: Instructor:
Office hours: (in MA 251) Feedback: |
MWF 10:00–10:50 am in
MA 017 Lars Winther Christensen T
11:30–1:00 pm, R
10:30–12:00 noon, or by
appointment
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Handouts and Links
Date |
In class (pp.) | Suggested problems |
Next class (pp.) |
7 May |
exam 2 |
— |
— |
4 May |
138–140 |
— |
— |
2 May |
135–138 |
— |
138–140 |
30 Apr |
277; 280 |
— |
TBA |
27 Apr |
265; 276 |
— |
277–280 |
25 Apr |
265 |
— |
276–278 |
23 Apr |
275–276 |
— |
276–278 |
20 Apr |
263–263 |
— |
275–277 |
18 Apr |
263–263 |
— |
265–269 |
16 Apr |
261–263 |
— |
263–265 |
11 Apr |
261–263 |
— |
TBD |
6 Apr |
245–246 |
— |
TBD |
4 Apr |
250–253 |
— |
245–246 |
2 Apr |
245–249 |
— |
250–253 |
28 Mar |
— |
— |
245–249 |
26 Mar |
242–245 |
— |
245–249 |
23 Mar |
226–228 |
— |
236–238 |
21 Mar |
225 –226 |
— |
226–228 |
19 Mar |
— |
— |
225–226 |
9 Mar |
222 –224 |
— |
225–226 |
7 Mar |
221 –222 |
— |
222–224 |
5 Mar |
216; 218 |
— |
221–223 |
2 Mar |
221; 216 |
— |
216–218 |
29 Feb |
215; 219 |
— |
216–218; 221 |
27 Feb |
214–215; 220 |
— |
215–218 |
24 Feb |
212–214 |
— |
214–218 |
22 Feb |
210–212 |
— |
212–214 |
20 Feb |
202–210 |
— |
210–213 |
17 Feb |
199–202 |
— |
202–203 |
15 Feb |
199 |
— |
199–203 |
13 Feb |
Class cancelled due to snow |
|
10 Feb |
193–199 |
E 6.1.9 |
199–203 |
8 Feb |
192–193 |
E 6.1.2 |
193–199 |
6 Feb |
191–192 |
E 6.1.1, E 6.1.6 |
192–194 |
3 Feb |
Appendix A |
— |
191–193 |
1 Feb |
Appendix A |
— |
Appendix A |
30 Jan |
132–133 |
— |
Appendix A |
27 Jan |
131 |
— |
132 |
25 Jan |
130–131 |
E 5.2.6 |
131–132 |
23 Jan |
128–130 |
E 5.2.2, E 5.2.3 |
130–131 |
20 Jan |
126–127 |
E 5.2.1, E 5.2.2 |
128–130 |
Date |
Assigned problems | Due date |
20 Apr |
Give a proof of 7.1.13 | 30 Apr |
2 Apr |
Give a proof of 6.3.11 | 16 Apr |
23 Mar |
E 6.2.9 | 2 Apr |
5 Mar | E 6.2.3 and
E 6.2.8 | 19 Mar |
20 Feb | E 6.2.1 and
E 6.2.2 | 5 Mar |
6 Feb | E 6.1.7 and
E 6.1.8 | 20 Feb |
30 Jan | E 5.2.6 and
E 5.3.7 | 6 Feb |
20 Jan | E 5.2.5 and:
Show that every complex is a homomorphic image of a
contractible complex of free
modules. | 30 Jan |
The graded work comprises homework assignments and two (2)
take-home exams; they
count towards the final grade with weights as follows:
Homework: |
50% |
Exams: |
50% (25% each) |
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Classes taught since 2007
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