Difference between revisions of "SPM 2019"
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|has Keynote speaker=Annalisa Buffa, Ligang Liu | |has Keynote speaker=Annalisa Buffa, Ligang Liu | ||
|Acronym=SPM 2019 | |Acronym=SPM 2019 | ||
| − | |End date=2019 | + | |End date=2019-06-19 |
|Series =SPM | |Series =SPM | ||
|Type =Conference | |Type =Conference | ||
| Line 10: | Line 10: | ||
|State =CA/BC | |State =CA/BC | ||
|City =CA/BC/Vancouver | |City =CA/BC/Vancouver | ||
| + | |Year =2019 | ||
|Homepage=https://project.inria.fr/spm2019/ | |Homepage=https://project.inria.fr/spm2019/ | ||
| − | |Start date=2019 | + | |Start date=2019-06-17 |
| − | |Title =Solid and Physical Modeling 2019}} | + | |Title =Solid and Physical Modeling 2019 |
| + | }} | ||
==Topics== | ==Topics== | ||
Topics of interest include, but are not limited to: | Topics of interest include, but are not limited to: | ||
Latest revision as of 03:57, 6 December 2021
Event Rating
| median | worst |
|---|---|
|
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List of all ratings can be found at SPM 2019/rating
| SPM 2019 | |
|---|---|
Solid and Physical Modeling 2019
| |
| Event in series | SPM |
| Dates | 2019-06-17 (iCal) - 2019-06-19 |
| Homepage: | https://project.inria.fr/spm2019/ |
| Location | |
| Location: | CA/BC/Vancouver, CA/BC, CA |
| Committees | |
| PC chairs: | Pierre Alliez, Xin (Shane) Li, Yong-Jin Liu |
| PC members: | Nina Amenta, Omri Azencot, Michael Barton, Carolina Beccari, Silvia Biasotti, Georges-Pierre Bonneau |
| Keynote speaker: | Annalisa Buffa, Ligang Liu |
| Table of Contents | |
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