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A solution of today's exam is available here. Note that it may well happen that some of the subproblems might be solved in a different way. 

Have a nice summer!

The solutions of the exam sets for 2018 and 2019 are now available (use the link "Solutions of some old exam sets"). The solutions for for 2020, 2021 and 2022 will be uploaded at the end of next week, after we have discussed these in class. 

The exercice session on May 19 is cancelled. It will be replaced by a session given by Emilie on Tuesday, May 30, 2.15-4.00 pm in Aud. 2, Vilhelm Bjerknes' hus. It will then possible to ask questions you might have on the curriculum. If you have a question on a specific problem, please send an e-mail to Emilie in advance.

For some unknown reason, the schedule is not available via the web page this afternoon (at least for some of you). Before this get fixed, you can find the notes from today's lecture here.

The curriculum that you should be familiar with in connection with the final exam this spring consists of the material covered during the lectures (except the one on May 16) and the exercises sessions, see the notes and solutions available in the schedule for the course. Here is an overview of the topics which are relevant for the exam, with references to the literature. 

From Lindstr?m's book ?Spaces?: 

Sections 7.1 - 7.6 and 7.9 

Sections 8.1 - 8.4

In section 7.2, the proof of Theorem 7.2.5 (which include Lemmas 7.2.2-7.2.4) was not covered; you need only to know what this theorem says.  

In section 8.2, we only sketched the proof of Theorem 8.2.6; you don¡¯t have to spend time scrutinizi...