Team IGG : Computer Graphics and Geometry

Difference between revisions of "Recherche:theme1"

From Team IGG : Computer Graphics and Geometry
Jump to navigation Jump to search
m
 
(8 intermediate revisions by the same user not shown)
Line 1: Line 1:
English version unavailable for now<br/>
+
== Modeling, construction and proofs in geometry ==
Please refer to the [http://lsiitng.u-strasbg.fr/igg-fr/index.php/Recherche:th%C3%A8me1 french version] of the page
+
 
 +
This theme focuses on research activities around the topic of geometric modeling. It splits in three complementary operations. Operation 1 (Geometric and topological modeling) studies de combinatorial models which are the common basis for the whole team. Operation 2 (Solving of geometric constraints) studies a complementary point of view, especially the embeddings. Operation 3 (Specifications and proofs in geometry) is an original topic which makes geometric modeling benefit from the latest advances in specifications and proofs.
 +
 
 +
=== Permanent members ===
 +
* 4 professors:
 +
** Dominique Bechmann
 +
** Jean-François Dufourd
 +
** Jean-Michel Dischler
 +
** Pascal Schreck
 +
* 1 full researcher CR1:
 +
** Hyewon Seo
 +
* 9 associate professors:
 +
** Rémi Allègre
 +
** Gabriel Braun
 +
** David Cazier
 +
** Caroline Essert
 +
** Pierre Kraemer
 +
** Nicolas Magaud
 +
** Pascal Mathis
 +
** Julien Narboux
 +
** Basile Sauvage
 +
* 1 research engineer:
 +
** Sylvain Thery
 +
 
 +
=== Partitioning into operations ===
 +
 
 +
This theme splits in three complementary operations :
 +
 
 +
''' Operation 1: [[THEME_1_OPERATION1|Geometric and topological modeling]]'''
 +
 
 +
Permanent members :
 +
* Dominique Bechmann
 +
* Jean-Michel Dischler
 +
* Rémi Allègre
 +
* Pierre Kraemer
 +
* David Cazier
 +
* Basile Sauvage
 +
* Hyewon Seo
 +
* Sylvain Thery
 +
 
 +
''' Operation 2: [[THEME_1_OPERATION2|Solving of geometric constraints]] '''
 +
 
 +
Permanent members :
 +
* Pascal Schreck
 +
* Caroline Essert
 +
* Pascal Mathis
 +
* Julien Narboux
 +
 
 +
 
 +
''' Operation 3: [[THEME_1_OPERATION3|Specifications and proofs in geometry]] '''
 +
 
 +
Permanent members :
 +
* Jean-François Dufourd
 +
* Nicolas Magaud
 +
* Julien Narboux
 +
 
 +
[[fr:Recherche:thème1]]

Latest revision as of 08:32, 28 July 2009

Modeling, construction and proofs in geometry

This theme focuses on research activities around the topic of geometric modeling. It splits in three complementary operations. Operation 1 (Geometric and topological modeling) studies de combinatorial models which are the common basis for the whole team. Operation 2 (Solving of geometric constraints) studies a complementary point of view, especially the embeddings. Operation 3 (Specifications and proofs in geometry) is an original topic which makes geometric modeling benefit from the latest advances in specifications and proofs.

Permanent members

  • 4 professors:
    • Dominique Bechmann
    • Jean-François Dufourd
    • Jean-Michel Dischler
    • Pascal Schreck
  • 1 full researcher CR1:
    • Hyewon Seo
  • 9 associate professors:
    • Rémi Allègre
    • Gabriel Braun
    • David Cazier
    • Caroline Essert
    • Pierre Kraemer
    • Nicolas Magaud
    • Pascal Mathis
    • Julien Narboux
    • Basile Sauvage
  • 1 research engineer:
    • Sylvain Thery

Partitioning into operations

This theme splits in three complementary operations :

Operation 1: Geometric and topological modeling

Permanent members :

  • Dominique Bechmann
  • Jean-Michel Dischler
  • Rémi Allègre
  • Pierre Kraemer
  • David Cazier
  • Basile Sauvage
  • Hyewon Seo
  • Sylvain Thery

Operation 2: Solving of geometric constraints

Permanent members :

  • Pascal Schreck
  • Caroline Essert
  • Pascal Mathis
  • Julien Narboux


Operation 3: Specifications and proofs in geometry

Permanent members :

  • Jean-François Dufourd
  • Nicolas Magaud
  • Julien Narboux