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Numerical Algorithms for Visual Computing II

Winter Term 2008/09

Numerical Algorithms for Visual Computing II

Dr. Michael Breuß

Winter 2008/09

Lectures (2h) with exercises (2h), winter term 2008.

Lectures: Mo 14–16 (14 a.m.–16 p.m.), Building E1.3, Lecture Hall 001
Tutorial: Th 14–16 (14 a.m.–16 p.m.), Building E1.3, Seminar Room 014

NEW: The results of the second written examination are now available.
You can find a list with the results at the entrance of the MIA group in building E1 1.

COURSE MATERIAL... The course material is completely online!

Course in numerical methods useful in the field of visual computing. The second part of the course is concerned with numerical methods for differential equations arising, especially, in image processing and related areas of Visual Computing.

Entrance requirements – Contents – Assessments / Exams – References – Downloads

Undergraduate knowledge of mathematics. For computer science students, this requirement is met by having completed the Mathematics for Computer Scientists lecture cycle.

Mathematical prerequisites which exceed the basic mathematics courses are provided within the lecture. Previous knowledge is not required.

The course is concerned with numerical methods useful for image analysis (image processing, computer vision, pattern recognition) and synthesis (computer graphics, scientific visualisation, geometric modelling).

Topics include:

• numerical methods for parabolic and elliptic partial differential equations arising e.g. in optic flow
• schemes for hyperbolic partial differential equations arising e.g. in mathematical morphology

The second written examination will take place on March 26, starting at 14:15 in the seminar room 014 (as usual for the lecture/tutorial). Please make sure that you are there in time, ideally at 14:00.
The first written examination will take place on February 12, starting at 14:20 in the seminar room 014 (as usual for the lecture/tutorial). Please make sure that you are there in time, ideally at 14:10.
Concerning the allowed material, you may bring along the course material from the lectures and tutorials, nothing else. Concerning a pocket calculator, participants may use a non-programmable, non-graphical pocket calculator.

Diverse books and scripts on numerical mathematics, depending on the topic. Details will be given in the lecture.

Participants of the course can download the assignment sheets here:

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No.

Title

Deadline

Solution

Code

In case of questions to SCILAB, you may readily contact Kai Hagenburg under navc1-m1 -at- mia.uni-saarland.de (please replace anti-spam at) .

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