Tutorials, Labs and Assignments

You will find the tutorial sheets and the assignments on this page, as well as possible hints and updates. Solutions will in general not be posted on the web, but distributed in the tutorials.

Visit SI net to find out the scheduled time for your group. Visit the University map to find your room.

• Assignment 1 due 17 March

• Assignment 2 due 7 April

• Assignment 3 due 21 April

  Hint for q.2: Show i) implies ii) implies iii) implies iv) implies i). For the last implication, argue by contradiction. If i) does not hold, show that you can find a sequence (x_n) such that |x_n|/n>|x_n|' (or the same, with the norms reversed). How does this help?

• Assignment 4 due 5 May

• Assignment 5 due 25 May

• Assignment 6 due 3 June