Spring 2017

Hatcher section 1.A

Munkres chapter 14

Office hours will be

The primary textbook for this class will be

Algebraic Topology by Hatcher and

Due | Assignment | Reading (Pages from Lee) |
---|---|---|

4/26 | 6-1, 6-2, 6-3, 6-6 | 178 - 179, 355 - 364 |

4/19 | 13-6, 13-7 | 351 - 355, 159 - 178 |

4/12 | 13-1, 13-2 (You can assume the n dim sphere has non trivial homology in dimension n) | 344 - 350 |

4/5 | 10-11, 10-15, 10-9, 10-20, 9-9 | 257 - 261, 244 - 248, 339 - 344 |

3/29 | 10-1, 10-21, 10-2, 10-6, 10-5 | 268 - 273, 127 - 142 |

3/22 | 12-9, 12-17, 12-21, 9-1, 9-2, 9-4a | 241 - 244, 251 - 257, 261 - 264 |

3/8 | 11-20, 12-1, 12-2, 12-7, 12-12 | 311 - 322, 233 - 241 |

3/1 | 11-17, 11-18 | 307 - 311 |

2/22 | 11-12, 11-14, 12-3, 12-4(a) | 294 - 302 |

2/15 | 11-2, 11-3, 11-4, 11-10 | 284 - 293 |

2/8 | 8-1, 8-2 (You may assume the circle is not simply connected.) 8-11 (a-c), 8-6 | 225 - 229, 277 - 283 |

2/1 | 7-2, 7-6, 7-4, 7-9, 7-11, 7-12 | 200 - 208, 217 - 224 |

1/26 | ex. 7.6, ex. 7.14(a), 7-3, 7-5 (You can use the square lemma!) | 191 - 199 |

1/18 | 3-8, 3-10, 7-1, 7-10 (A space is contractible if the identity map is homotopic to the constant map at a point.) | Chapter 3, 183 - 190 |