TUM
 
 
 
 
 
 
MINGLE
 
 
 
 
In recent years, the concept of multiresolution has been found to be valuable in 3D
geometric modelling and computer graphics. Applications of multiresolution include:
subdivision surfaces, mesh compression, level-of-detail editing, fast rendering in flight
simulations, and progressive transmission of 3D models over the web.
 

This summer school will provide an interactive
training course in the main aspects of
multiresolution in geometric modelling.
The school is aimed at graduate students and
researchers with either a mathematics or
computer science background, and little or no
prior knowledge of multiresolution techniques.

The training course will emphasize the
multidisciplanary character of the research
topic which encompasses:
approximation theory, numerical analysis,
computer graphics, computational geometry,
and computer-aided geometric design.

The summer school is a part of the European
research network MINGLE:
Multiresolution in Geometric Modelling.

Hosted by: Chair of Numerical Analysis and Scientific Computing
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A. Iske, 15.01.2003 (11:07)