Team IGG : Computer Graphics and Geometry

Difference between revisions of "Historic"

From Team IGG : Computer Graphics and Geometry
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* [[Recherche:theme1 | Modeling, construction and proofs in geometry]].
 
* [[Recherche:theme1 | Modeling, construction and proofs in geometry]].
* [[Recherche:theme2 | Visualization, interaction and simulation]].
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* [[Recherche:theme2 | Visualization and interaction]].
  
 
In a more transversal fashion, the research efforts also consider more general problems such as the definition and implementation of a modeling platform or in the following application fields: medical imaging, geological modeling, physical phenomena's simulation and Computer Aided Design (CAD).
 
In a more transversal fashion, the research efforts also consider more general problems such as the definition and implementation of a modeling platform or in the following application fields: medical imaging, geological modeling, physical phenomena's simulation and Computer Aided Design (CAD).
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* [[ THEME_1_OPERATION3 | Specifications and proofs in geometry]].
 
* [[ THEME_1_OPERATION3 | Specifications and proofs in geometry]].
  
== Visualization, interaction and simulation ==
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== Visualization and interaction ==
  
 
This theme splits in two complementary operations :
 
This theme splits in two complementary operations :

Revision as of 11:16, 28 July 2009

The research group Computer Graphics and Geometry (IGG) is structured around two main topics :

In a more transversal fashion, the research efforts also consider more general problems such as the definition and implementation of a modeling platform or in the following application fields: medical imaging, geological modeling, physical phenomena's simulation and Computer Aided Design (CAD).

Modeling, construction and proofs in geometry

The underlying central problem of this theme is geometric modeling which is approached from different point of views. This theme therefore splits in three complementary operations :

Visualization and interaction

This theme splits in two complementary operations :