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Ny muntlig eksamen finner sted fredag 23. januar i rom B1120 (N. H. Abels hus), etter f?lgende tidsplan:
- 11:15-12:00 ?smund S?ther
Muntlig eksamen finner sted fredag 5. desember i rom B1120 (N. H. Abels hus), etter f?lgende tidsplan:
- 9:15-10:00 Anne Brug?rd
- 10:15-11:00 Edvard Walde Heimdal
- 11:15-12:00 Aksel L?vholt
- 13:15-14:00 Mattis Smaaland Nordgaard
- 14:15-15:00 ?smund S?ther
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At the oral exam December 5th, each candidate will first be asked to "State and sketch a proof of the?Künneth formula of Theorem 3.15", taking up to a maximum of 10 minutes.
Page numbers refer to this version of Hatcher's book.
Chapter 0
- Smash product (p. 10),
- mapping cylinder and mapping cone (p. 13),
- homotopy extension property (p. 14) and
- Proposition 0.17.
Chapter 3
- Pages 190-204,
- 206-223 and
- 230-254 (omit details of proof of Lemma 3.36).
Chapter 4
- Pages 340-357 (omit details of proof of Lemma 4.10;
- only consider n-connected CW-models for (X, A) in the case of Postnikov sections and Whitehead covers;
- omit proof of Proposition 4.21),
- 360-367,
- Hurewicz map (p. 370),
- 375-378,
- 393-399 (omit proofs) and
- 407-409.
Here are some typed notes from my lectures October 27th and 30th.
Som sin obligatoriske oppgave gir Anne Brug?rd en presentasjon om kjedehomotopiekvivalenser og kvasiisomorfier torsdag 23. oktober.
Oppdatert 13. oktober:
Den obligatoriske oppgaven for master-studenter er n? tilgjengelig, i PDF- og LaTeX-format.? Innleveringsfristen er torsdag 6. november kl. 23:59.? Gj?r innleveringen p? UiOs Canvas-side.? Hint: Oppgavene 1, 5, 7 and 10 krever nok minst arbeid, dersom du forst?r hva som bes bevist i de mellomliggende oppgavene.? Detaljene i oppgave 9 er omfattende.
Tillegg 11. november:
De obligatoriske oppgavene er n? rettet, godkjent og innmeldt til studieinfo@math.uio.no.
The current plan is to have the final (oral, not written) exam on Friday December 5th. Please write to rognes@math.uio.no if this does not work for you.
Added September 23rd: Room B1120 is now reserved for this exam, from 09:00 to 17:00 on December 5th. Each individual exam will last 45-60 minutes, according to a schedule to be determined in late November.
I will use these notes on chain complexes, the universal coefficient theorem and homological algebra for the lectures on August 21st, 25th and 28th. (Last updated August 28th.)
I will start with a rough overview of the course, and then start on chapter 3 in Hatcher's textbook.? We should discuss plans for weekly exercises and the mandatory assignment.? The course schedule will eventually contain a detailed plan of the course.? (If given the option, select "List" in place of "Calendar" for a more coherent overview.)