Prof. Dr. Stefan Funke
This lecture takes place twice a week (on average 3 h of lecture and 1 h tutorial) in the following slots:
Day | Time | Location |
---|---|---|
Tuesday | 12:00-13:30 | V38.01 |
Thursday | 09:52-11:22 | V38.04 |
Note the slightly shifted slots to accomodate students that need to be flown in from Hohenheim.
Note: The location of the lecture on thursday was changed to V38.04 (starting at October 30th, 2014).
Note: The location of the lecture on tuesday was changed to V38.01 (starting at November 4th, 2014).
Intro-Slides: PDF
Lecture notes: PDF (update 10.02.2015)
FakeMC-Test PDF
MC-Test 2/2013 PDF
Summary with exclusions for the final exam PDF
Dropbox-Link for the material in case you cannot access this webpage from at home.
There will be a written exam at the end of the semester (unless your Prüfungsordnung does not allow that; in that case, there will be an oral exam). Prerequisite for participation in the exam is a ‘Schein’, i.e. you need to pass two MC-tests.
Exams
- 1st MC Test:
- Thursday, November 27th, 10:15-11:15, V38.04
The results of the first MC-Test are available here. - 2nd MC Test:
- Thursday, February 12th, 10:15-11:15, V38.04
The results of the second MC-Test are available here. - 3rd MC-Test:
- Wednesday, March 4th, 11:00-12:00, V38.04
The results of the third MC-Test area available here.
The “Scheinliste” is available. Please check your state.
Q&A Session: Wednesday, March 4th, 12:00-13:00, V.38.04
For the final exam please check the website of the Prüfungsamt.
You may find the results of the exam at the institute’s blackboard.
The exam review is at April 17th, 3:00 pm in room 1.168.
Exercises/Tutorials
The final dates of the tutorials are announced during lecture at least one week before the tutorial takes place. For each tutorial there will be an exercise sheet. Please take a look at the sheet before the tutorial and solve the problems on your own.
We will discuss the problems during the tutorial.
Exercise Sheets:
not available anymore
Literature
A very good book on approximation algorithms by Shmoys and Williamson can be found online.
Also have a look at the same lecture in WS 13/14 and WS 12/13.
Basic Concepts
should be easy to find via google, e.g.
Intended Audience
Students at the master (INF, SWT, INFOTECH, Winfo, …) or advanced Bachelor level.