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A solution to the exam problems is available here
I ended the teaching last week looking at old exam problems from 2007/2006/2005. You will find a solution set for the problems from 2005
Syllabus for the final exam will be the following chapters and sections from Munkres: Chapter 2 (all sections), Chapter 3 (all sections), Chapter 4; $ 30-34, Chapter 7; $ 43, 45 and 46 (you can drop the stuff about compactly generated spaces (bottom p. 283 and p. 284)), Chapter 9 $ 51-55 (not Theorem 55.8) and 58-60.
Tuesday November 24 and Friday November 27. I will look at the exam from 2007, 2006 and 2005 (I think I will drop 2008 since you can find solution of these problems following the last years homepage.
After I have finished the syllabus (probably on Friday) , I will look at the exam problems from previous years (2008, 2007, 2006). You will find a link to these problem sets from the course homepage 2008, there are also a links pointing to these sets from the department homepage(->studier-> tidligere eksamensoppgaver->.....)
A solution to the mandatory assignment is available here
The mandatory assignments have now been corrected and you can pick up your paper at Ekspedisjonskontoret (7th floor, NHA, look in the shelves on your right as you enter the room). I recommend that you read the comments carefully and also look at the solution set of the problems. These solutions will appear on the web Monday.
Reminder:
Deadline for turning in the mandatory assignment is Friday October 30. 2.30 pm (at "Ekspedisjonskontoret " Departement of Mathematics 7th floor NHA)
Tuesday October 27 th. 14.15-16.00 there will be an additional Drop in group, where we can give some helping advice for the Mandatory Assignment.
NB: This Drop in group will be in B 71, 7 th. floor Math. building.
I have corrected some misprints in the mandatory assignment. Especially, I have changed the interval [-1,1] to [0, 1] in problem 3 c).
The mandatory assignment is now available here . With the material covered in class you have sufficient background for all the problems. You may find some of the problems hard and you should start right away thinking about the problems, but If you use the two weeks you have, you should be able to do them.
In the second lecture I first went through the section on countability in Brief review of sets and functions. I then turned to the textbook where I covered all of section 12 and some section 13 (I finished by showing that the topology generated by a basis really is a topology).
Tom Lindstrøm
In the first lecture I covered most of the material in the note Brief review of sets and functions. On Thursday I shall spend some time on its final section ("Countabiity"), before I turn to sections 12 and 13 in the textbook.
Tom Lindstrøm
As there are exchange students registered for the course, the lectures will be given in English. The first lecture will be on Tuesday, August 18.The first week of teaching (week 34), I (Hans Brodersen) will be at a conference and Tom Lindstrøm will lecture on Tuesday and Thursday. There will be no lecture on Friday, August 21. The first lecture will cover the material in the notes "Brief review of sets and functions". These notes can be downloaded from the main course page ( see the link under the headline "Teaching material and syllabus").
We are using the textbook:
James R. Munkres: "Topology" (this is the same textbook as the one used last year).