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Master Seminar Introduction to Homogenisation of Elliptic Differential Equations - Single View

Basic Information
Type of Course Seminar Long text
Number 106613 Short text
Term WS 2016/17 Hours per week in term 2
Expected no. of participants Study Year
Max. participants
Credits Assignment enrollment
Hyperlink http://wwwmath.uni-muenster.de/num/Vorlesungen/Homogenisierung_WS1617/
Language german
Dates/Times/Location Group: [no name] iCalendar export for Outlook
  Day Time Frequency Duration Room Room-
plan
Lecturer Status Remarks Cancelled on Max. participants
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Mon. 14:00 to 17:00 Individual event at 20.02.2017          
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Mon. 10:00 to 16:00 Individual event at 06.03.2017 Orléans-Ring 12 - SRZ 117        
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Mon. 10:00 to 16:00 Individual event at 13.03.2017 Orléans-Ring 12 - SRZ 117        
Group [no name]:
 


Responsible Instructors
Responsible Instructors Responsibilities
Zeppieri, Caterina, Prof. Dr. responsible
Pietschmann, Jan-Frederik , Dr. responsible
Curriculae
Graduation - Curricula Sem ECTS Bereich Teilgebiet
Master - Mathematik (88 105 10) -
Master - Mathematik (88 105 13) -
Exams / Modules
Number of Exam Module
22003 Seminar oder Lesekurs - Master Mathematik Version 2013
17003 Vorlesung 2 (ohne Studienleistung) - Master Mathematik Version 2013
24004 Seminar - Master Mathematik Version 2010
20008 Seminar - Master Mathematik Version 2010
Assign to Departments
Fachbereich 10 Mathematik und Informatik
Contents
Comments

Das Seminar startet am 11.Mai 2015

Description

The terminology "free-discontinuity problems" refers to a class of variational problems characterized by a competition between volume and surface energies. Among them the Mumford-Shah functional represents an outstanding example, arising in the framework of image segmentation.
Scope of this seminar is to give an overview of the Mumford-Shah problem. After a brief introduction to the spaces of BV and SBV functions, we will focus on the problem of the existence of minimizers for the MS functional. Then, elliptic variational approximations (via Gamma-convergence) of the MS functional will be discussed.

Literature

L. Ambrosio, N. Fusco, D. Pallara: Functions of bounded variation and free discontinuity problems. Oxford University Press, Oxford, 2000.
A. Braides: Gamma-convergence for beginners. Oxford Lecture Series in Mathematics and its Applications, 22. Oxford University Press, Oxford, 2002.

Remarks

The Seminar starts on May, 11th.

Certificates

Die Übunngen müssen bestanden sein, damit eine Teilnahme an der Klausur gewährleistet werden kann.


Structure Tree
Lecture not found in this Term. Lecture is in Term WS 2016/17 , Currentterm: WiSe 2022/23