Mathematische Methoden der Algorithmik

Vorlesung: Dienstag, 9:45 - 11:15, IZ 305.

Übung: Dienstags, 13:15 - 14:45, IZ 305.

Studienleistung: 50 percent of the homework.

''Prüfungsleistung'': Oral or written exam.

The topic is linear and integer programming. Besides the theoretical basics, the students learn to model problems as such programs and how to solve them:

1. Linear optimization
2. Simplex algorithm
3. Duality
4. Integer optimization

The main reference for this course is Linear Programming: Foundations and Extensions by Robert J. Vanderbei (SpringerLink). There is a lot of additional literature on the topic:

1. Matousek and Gärtner: Understanding and Using Linear Programming (Springer).
2. A. Schrijver: Theory of Linear and Integer Programming, Wiley-Interscience Series in Discrete Mathematics and Optimization, John Wiley & Sons, 1998 (s-tlip-98, BibTeX)
3. V. Chvátal: Linear Programming, Series of Books in the Mathematical Sciences, W.H. Freeman, 1983 (c-lp-83, BibTeX)
4. Einführung in die Mathematische Optimierung - Burkard und Zimmermann Free access from the university network.

Material

The learning material will be published here.

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Homework

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