Team IGG : Computer Graphics and Geometry

Difference between revisions of "Geometric Modeling, Simulation and Interaction"

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===Results===
 
===Results===
  
* '''Modèle volumique adaptatif et multi-résolution''' (thèse Untereiner 2013 [8-Unte13]) :  
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* '''Adaptative and multiresolution volumic model''' (thèse Untereiner 2013 [8-Unte13]) :  
[2-UKCB15, 2-UCB13, 3-UCB12]
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A strong trend in geometric modeling is to use multiresolution to represent objects at different scales. We proposed a model quite original, combinatorial maps multiresolution model based on combinatorial maps. This work was extended with the thesis of Lionel Untereiner [8-UNTE13] in any dimension of meshes. We defined topological and geometric operators to first work on dimension 3 tetrahedral and hexahedral meshes, and more generally on arbitrary topologies with a multi-scale approach [3-UCB12, 2-UCB13].
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If multiresolution representations are studied for long time for surfaces, multiresolution models supporting volumetric representations or greater dimension are very rare and limited to very specific applications. The development of generic models with multiresolution simplification operators, subdivision and refinement both topological and geometrical is a major issue in geometric modeling. This work was implemented in the modeling platform CGoGN [4-KUJT13]. An implicit representation, more compact, also has been proposed [2-UKCB15].
  
 
* '''Détection des collisions dans des scènes en mouvement''' (thèse Pitiot 2015) :  
 
* '''Détection des collisions dans des scènes en mouvement''' (thèse Pitiot 2015) :  

Revision as of 10:10, 28 April 2016

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Geometric Modeling, Simulation and Interaction

Objectives / Challenges

The main objective is to improve the quality in terms of efficiency and robustness of geometric modeling and simulation operations. To achieve this goal, we operate our topological models based on combinatorial maps that facilitate the operations of geometric modeling design through their generic in terms of size and type of cell, and thanks also to the separation of the topology and the embedding of objects which is the basic concept.

Participants

  • Two Professors : Dominique Bechmann et David Cazier
  • One Senior Researcher : Stephane Cotin
  • Three Assitant professors : Antonio Capobianco, Jérôme Grosjean et Pierre Kraemer
  • Two Research engineers : Thierry Blandet et Sylvain Thery
  • 5 PhD : Sabah Boustila (Project CIMBEES from Dec. 2012 to Sept. 2015 (PhD thesis defended on May 25, 2016)), Christoph Paulus (INRIA contract starting from January 2014), Thomas Pitiot (CNRS / Région Alsace doctoral contract from Oct. 2012 to Sept. 2015 (PhD thesis defended on December 17th, 2015)), Lionel Untereiner (UNISTRA doctoral contract from Oct. 2010 to Sept. 2013 (PhD thesis defended on November 8th, 2013)), Jonathan Wonner (Allocataire Normalien from January 2011 to Dec. 2013 (PhD thesis defended on October 8th, 2013)).

Results

  • Adaptative and multiresolution volumic model (thèse Untereiner 2013 [8-Unte13]) :

A strong trend in geometric modeling is to use multiresolution to represent objects at different scales. We proposed a model quite original, combinatorial maps multiresolution model based on combinatorial maps. This work was extended with the thesis of Lionel Untereiner [8-UNTE13] in any dimension of meshes. We defined topological and geometric operators to first work on dimension 3 tetrahedral and hexahedral meshes, and more generally on arbitrary topologies with a multi-scale approach [3-UCB12, 2-UCB13].

If multiresolution representations are studied for long time for surfaces, multiresolution models supporting volumetric representations or greater dimension are very rare and limited to very specific applications. The development of generic models with multiresolution simplification operators, subdivision and refinement both topological and geometrical is a major issue in geometric modeling. This work was implemented in the modeling platform CGoGN [4-KUJT13]. An implicit representation, more compact, also has been proposed [2-UKCB15].

  • Détection des collisions dans des scènes en mouvement (thèse Pitiot 2015) :
  • Simulation de découpe en temps réel (thèse Paulus 2016) :
  • Prédiction et sélection de cibles en environnement dense (thèse Wonner 2013 [8-Wonn13]) :

[4-WGCB13, 4-WGCB12, 5-WGCB11]

  • Séparation des degrés de liberté pour la manipulation d'objets (IEEE VR2011) :

[4-VCB12, 4-VCB11, 4-VCB10, 4-VCB09]

  • Facteur de perception des distances en environnement virtuel (thèse Sabah Boustila 2016) :

[4-BCB16a, 4-BCB16b, 4-BCB15, 5-BBC15]

Other Publications

[2-CFB15]

Perspectives