Difference between revisions of "SPM 2020"
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|Submission deadline=2020/01/27 | |Submission deadline=2020/01/27 | ||
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|Abstract deadline=2020/01/17 | |Abstract deadline=2020/01/17 | ||
|Paper deadline=2020/01/27 | |Paper deadline=2020/01/27 | ||
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|Has PC member=Ergun Akleman, Omri Azencot, Carolina Beccari, Silvia Biasotti, Dobrina Boltcheva, David Bommes | |Has PC member=Ergun Akleman, Omri Azencot, Carolina Beccari, Silvia Biasotti, Dobrina Boltcheva, David Bommes | ||
|has Keynote speaker=Xiaoping Qian, Sylvain Lefebvre | |has Keynote speaker=Xiaoping Qian, Sylvain Lefebvre | ||
| − | |State=FR/GES}} | + | |Acronym=SPM 2020 |
| + | |End date=2020-06-04 | ||
| + | |Series =SPM | ||
| + | |Type =Conference | ||
| + | |Country=FR | ||
| + | |State =FR/GES | ||
| + | |City =FR/GES/Strasbourg | ||
| + | |Year =2020 | ||
| + | |Homepage=https://spm2020.sciencesconf.org/ | ||
| + | |Start date=2020-06-02 | ||
| + | |Title =Symposium on Solid and Physical Modelling | ||
| + | }} | ||
'''Important notice to all SPM attendees: SPM 2020 will be organised as a teleconference due to the coronavirus outbreak. The conference program will be exactly the same as previously years; it will include paper presentations, keynote talks and several workshops but everything will be done using remote conferencing services. All attendees will participate to the conference remotely with video/audio and slide sharing; there will be no on-site participation.''' | '''Important notice to all SPM attendees: SPM 2020 will be organised as a teleconference due to the coronavirus outbreak. The conference program will be exactly the same as previously years; it will include paper presentations, keynote talks and several workshops but everything will be done using remote conferencing services. All attendees will participate to the conference remotely with video/audio and slide sharing; there will be no on-site participation.''' | ||
Latest revision as of 03:33, 6 December 2021
Event Rating
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List of all ratings can be found at SPM 2020/rating
| SPM 2020 | |
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Symposium on Solid and Physical Modelling
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| Event in series | SPM |
| Dates | 2020-06-02 (iCal) - 2020-06-04 |
| Homepage: | https://spm2020.sciencesconf.org/ |
| Location | |
| Location: | FR/GES/Strasbourg, FR/GES, FR |
| Important dates | |
| Abstracts: | 2020/01/17 |
| Papers: | 2020/01/27 |
| Submissions: | 2020/01/27 |
| Notification: | 2020/04/10 |
| Camera ready due: | 2020/04/24 |
| Committees | |
| PC chairs: | Xin Li, Michael Barton, Sai Nelaturi |
| PC members: | Ergun Akleman, Omri Azencot, Carolina Beccari, Silvia Biasotti, Dobrina Boltcheva, David Bommes |
| Keynote speaker: | Xiaoping Qian, Sylvain Lefebvre |
| Table of Contents | |
Important notice to all SPM attendees: SPM 2020 will be organised as a teleconference due to the coronavirus outbreak. The conference program will be exactly the same as previously years; it will include paper presentations, keynote talks and several workshops but everything will be done using remote conferencing services. All attendees will participate to the conference remotely with video/audio and slide sharing; there will be no on-site participation.
The Symposium on Solid and Physical Modeling (SPM) is an international conference series organised annually with the support of the Solid Modeling Association (SMA). This conference is in-cooperation with the ACM Siggraph and the Eurographics Association. SPM 2020 will be hosted at the University of Strasbourg and organised by the ICube laboratory. It will be co-located with the Shape Modeling International (SMI 2020). The conference aims at all aspects of geometric and physical modeling, and their application in design, analysis and manufacturing, as well as in biomedical, geophysical, digital entertainment, and other areas. The conference serves also as a ceremony for awarding the 2020 Pierre Bézier Prize for contributions to solid, shape, and physical modeling.
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