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Geometric Measure TheoryReading Course 7.5hp November 2014 – March 2015(Study periods 2-3.)
Instructions for the exam seminar can be found here.The poor excuse for a Teacher: John Andersson First Meeting: November 6th at 10:15 in Room 3733 Course description: Follow this link. Course Literature: After much consideration I have decided that we will use: Author: Leon Simon Title: Lectures on Geometric Measure Theory. That is a standard text that covers much material in few pages. The downside is that it is typeset in the old style (difficult to read). Something that is compensated by that you you can find it for free here at the publishers homepage. Other books that might be of help is Francesco Maggi “Sets of finite perimeter and geometric variational problems.” or E. Giusti “Minimal Surfaces and Functions of Bounded Variation”.
Course plan: This is a reading course and we will not have any traditional lectures. However, we will have informal seminars every other week. The seminars are planed to last for around an hour (never longer than 2 hours) and we will begin with someone (either me or more often by a course participant) giving a brief summary of this weeks reading. This will be followed by a group discussion where we try to situate the material within field, understand the ideas and motivations for the ideas.
Examination: I have no intention of being very strict in this course. The material is difficult and I expect the course participants to be motivated. Active participation in most of the seminars will be requited. But if you have legit reasons for missing one or a few seminars (such as going to conferences or teaching) you will still be able to pass. However, every participant will have to introduce one seminar with a 20 minute presentation of the most important aspects of that weeks reading. The course will end with an exam seminar. Instructions for the exam seminar can be found here.
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