This lecture will continue the introduction to algebraic topology. The emphasis will be on homotopy theory: homotopy sets and groups, Puppe sequences, cofibrations and fibrations, the theorem of Blakers-Massey, colimits and limits, the theorem of Hurewicz, introduction to spectral sequences, ...
Detailed Information can be found on the Homepage of 19215101 Aufbaumodul: Topologie III.
Tammo tom Dieck: Algebraic topology, EMS Textbooks in Mathematics 2008
We strongly recommend to also take the course >Homotopy Theory<.
| Course No | Course Type | Hours |
|---|---|---|
| 19215101 | Vorlesung | 2 |
| 19215102 | Übung | 2 |
| Time Span | 18.04.2023 - 18.07.2023 |
|---|---|
| Instructors |
Georg Lehner
Holger Reich
|
| 0089c_MA120 | 2014, MSc Informatik (Mono), 120 LPs |
| 0280b_MA120 | 2011, MSc Mathematik (Mono), 120 LPs |
| 0280c_MA120 | 2018, MSc Mathematik (Mono), 120 LP |
| Day | Time | Location | Details |
|---|---|---|---|
| Tuesday | 10-12 | A6/SR 031 Seminarraum | 2023-04-18 - 2023-07-18 |
| Day | Time | Location | Details |
|---|---|---|---|
| Wednesday | 14-16 | A3/SR 119 | Übung 01 |