| Date Due | Pages of the book to read | Problems to turn in (from the end of the chapter!) |
|---|---|---|
| 4/22 | 355-360, 115-118 of Hatcher's Algebraic toplogy, 360-364 | Questions for long exact sequences , 13-2(a) (see 8-1), 13-6, 13-7 |
|
4/15 |
|
Questions for free groups, 9-7, Questions for homology |
|
4/8 |
244- 246 (I should have included 241-244 earlier for group presentations), 339-344, 345-351 |
|
|
4/1 |
268-273 |
10-2, 10-5, 10-11(a,b), 10-9, one more |
|
3/25 |
233-240, 251-257, 261-264 |
12-21, 9-1, 9-4a, 10-1, 10-6 |
|
3/18 |
315-322 |
12-4, 12-8, 12-5, 12-7, 12-12 |
|
3/4 |
307-315 |
11-17, 11-19, 12-2, 12-3 |
|
2/26 |
297-302 |
11-20, 11-18 |
|
2/19 |
293-297 |
11-12, 11-13, 11-14, 11-9 |
|
2/12 |
280-292 |
11-4, 11-7, 11-10, 11-11, 8-11 |
|
2/5 |
224-229, 277-280 |
8-1, 8-6 (For these problems you can assume the fundamental group is non trivial), 8-4, 8-7, 8-8 |
|
1/29 |
200-208, 217-224 |
7-2b, 7-9 (You can assume that the wedge of 2 circles has non abelian fundamental group. Assume the spaces are path connected.), 7-4, 7-10, 7-5, 7-11 |
|
1/22 |
183 - 200 |
7-1, 7-2a, 7-3, 7-6 |