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Mathematical Image Processing Seminar 2012

SS 2012, TU München

Seminar

Location: Room 02.09.023
Time: Thursday, 11:00–12:30
Lecturers: Prof. Dr. Daniel Cremers, Dr. Laurent Demaret, Evgeny Strekalovskiy
ECTS: 3
SWS: 2
First meeting: 19.04.2012
First talk: 31.05.2012

The seminar will be held in English if required. The presentation can be made in German or English.

Description

This seminar is based on the book Mathematische Bildverarbeitung (Mathematical Image Processing) by Kristian Bredies and Dirk Lorenz. In the seminar students will present selected chapters from this book. The goal is to study recent topics and techniques in mathematical image processing, focusing mainly on partial differential equations and variational methods. Both practical and theoretical aspects are considered.

The topics will be assigned in the first meeting, 19.04.2012. The expectations for each topic will be discussed individually with the student. The presentations should be 30 minutes long. Each seminar meeting will consist of one or two talks. The first presentation will take place on 31.05.2012. The detailed schedule for the further presentations will be announced later. The student must present and convey the main ideas of his/her topic in a way understandable for all students attending the seminar. The structure of the talk and the way of presentation (slides and/or blackboard) are up to the student. The presentations will be followed by questions and a discussion.

We expect each student to prepare his/her presentation and meet with the respective advisor one week before the talk. In the meeting, we will go over the presentation together and discuss possible difficulties. The students are invited to contact the lecturers anytime if there are any questions.

The evaluation will be based on the quality of presentation, difficulty of the topic and the participation in the discussions. Attendance at the seminar is mandatory.

Presentation Topics
Chapter Topic Date Student Advisor
1 3 “Grundlegende Werkzeuge” “Kontinuierliche und diskrete Bilder” and “Das Histogramm” (sections 3.1 and 3.2) 31.05.2012 Kathrin Retzer E. S.
2 4 “Frequenz- und Skalenraum- methoden” “Lineare Filter” (3.3) and “Morphologische Filter” (3.4) 31.05.2012 Julia Hörmann E. S.
3 “Die Fouriertransformation” (4.1) 14.06.2012 Thomas Obermüller E. S.
4 5 “Partielle Differential- gleichungen in der Bildverarbeitung” “Axiomatische Herleitung von partiellen Differentialgleichungen” (5.1.1 and 5.1.2) and “Lineare Skalenraumanalysen: Die Wärmeleitungsgleichung” (5.2.1) 14.06.2012 Tobias Hörmann E. S.
5 “Nichtlineare Diffusion” (5.3) 21.06.2012 Lisa Gerstner L. D.
6 “Numerische Lösung von partiellen Differentialgleichungen” (5.4) 21.06.2012 Kilian Hohm L. D.
7 6 “Variationsmethoden” “Grundlagen der Variationsrechnung und Konvexe Analysis” (6.2.1 and 6.2.2) 28.06.2012 Sabrina Kötter L. D.
8 “Grundlagen der Variationsrechnung und Konvexe Analysis” (6.2.3 and 6.2.4) 28.06.2012 Franz Stangl E. S.
9 “Minimierung in Sobolew-Räumen” (6.3.1 and 6.3.2) 05.07.2012 Christina Eisenhofer L. D.
10 “Die Totalvariation als Strafterm” (6.3.3 and 6.3.4) 05.07.2012 Vladislav Lisitsyn L. D.
11 “Numerische Umsetzung: Primale-duale Algorithmen” (6.4.2) 12.07.2012 Michael Strobel E. S.
Last edited 28.01.2013 16:12 by Evgeny Strekalovskiy