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I have posted a scan of two old exams, together with suggestions for solutions.
The curriculum/pensum for the exam has been posted under "Scans".
The notes have been updated with a plan for the rest of the year.
The lecture on Monday is cancelled. Work on the compulsory exercises and come listen to Roger Penrose at the science library at 16:15.
The notes have been updated with the compulsory exercises, to be handed in 27 October 2016.
The notes have been updated with exercises on Hölder's inequality. Scans of solutions to exercises have also been posted.
There will be no lecture on Monday. Read the notes that have been updated. The propositions on convolution will be proved in the next lectures.
The notes have been updated and a scan concerning completions has been provided. The proof of the completion theorem is outside the main focus of the course but given as background material, for the interest it might have. Scans of solutions for the first exercise sheet have also been posted.
For each lecture I will write up some "Notes" that appear under "Resources".
The semester pages for 2014 contain some "notes" that should give a good idea about the contents of the course for this semester too. Syllabus will be a (strict) subset of chapters 2, 5 and 6 from Evans' book (referred to as [Evans] from now), and, if time permits, some lectures on the theory of finite elements, and/or non-linear elliptic equations.
Reading assignment for next week: The introduction in [Evans].
The book used for the course is "L.C. Evans, Partial Differential Equations" GSM Vol 19 Amer. Math. Soc.