Difference between revisions of "Event:SPM 2019"

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|Title=Solid and Physical Modeling 2019
 
|Title=Solid and Physical Modeling 2019
 
|Type=Conference
 
|Type=Conference
|Homepage=https://project.inria.fr/spm2019/
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|Official Website=https://project.inria.fr/spm2019/
 
|City=Vancouver
 
|City=Vancouver
 
|Country=Country:CA
 
|Country=Country:CA
 
|has program chair=Pierre Alliez, Xin (Shane) Li, Yong-Jin Liu
 
|has program chair=Pierre Alliez, Xin (Shane) Li, Yong-Jin Liu
 
|Has PC member=Nina Amenta, Omri Azencot, Michael Barton, Carolina Beccari, Silvia Biasotti, Georges-Pierre Bonneau
 
|Has PC member=Nina Amenta, Omri Azencot, Michael Barton, Carolina Beccari, Silvia Biasotti, Georges-Pierre Bonneau
|has Keynote speaker=Annalisa Buffa, Ligang Liu
 
 
|pageCreator=User:Curator 55
 
|pageCreator=User:Curator 55
 
|pageEditor=User:Curator 55
 
|pageEditor=User:Curator 55
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|Event Mode=on site
 
|Event Mode=on site
 
}}
 
}}
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{{Event Deadline}}
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{{S Event}}
 
==Topics==
 
==Topics==
 
Topics of interest include, but are not limited to:
 
Topics of interest include, but are not limited to:

Latest revision as of 14:22, 19 October 2022

Deadlines
Venue

Vancouver, Canada

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Topics

Topics of interest include, but are not limited to:

 *     3D fabrication/printing/manufacturing technologies
 *     Anisotropic/heterogeneous/composite materials
 *     Applied algebraic and differential geometry
 *     Applied computational geometry and topology
 *     Conceptual, collaborative, and distributed design
 *     Computational fabrication
 *     Curve, surface, and manifold modeling
 *     Dimensioning and tolerancing
 *     Feature modeling, recognition, and understanding
 *     Geometric algorithms
 *     Geometric and topological representations
 *     Geometric constraint solving and parametric modeling
 *     Geometric interpolation and smoothing
 *     Geometry generation and processing
 *     Geometry compression and transmission
 *     Isogeometric analysis
 *     Meshing and mesh optimization
 *     Multi-resolution modeling
 *     Numerical analysis of geometric algorithms
 *     Physically-based modeling and simulation
 *     Product data exchange, standards, and interoperability
 *     Reverse engineering/reconstruction of surfaces/solids
 *     Robustness and validity of geometric computations
 *     Shape modeling, synthesis and analysis
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