Difference between revisions of "GMP 2021"
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|has Keynote speaker=Annalisa Buffa | |has Keynote speaker=Annalisa Buffa | ||
|Acronym =GMP 2021 | |Acronym =GMP 2021 | ||
| − | |End date=2021 | + | |End date=2021-05-12 |
|Series =GMP | |Series =GMP | ||
|presence=online | |presence=online | ||
|Type =Conference | |Type =Conference | ||
| − | |Country = | + | |Country =CZ |
| − | |State = | + | |State =CZ/32 |
| − | |City = | + | |City =CZ/32/Plzeň |
| + | |Year =2021 | ||
|Homepage=http://www.kma.zcu.cz/gmp2021/ | |Homepage=http://www.kma.zcu.cz/gmp2021/ | ||
| − | |Start date=2021 | + | |Start date=2021-05-12 |
|Title =International Conference on Geometric Modeling and Processing}} | |Title =International Conference on Geometric Modeling and Processing}} | ||
=== Conference topics === | === Conference topics === | ||
Revision as of 02:27, 19 November 2021
Event Rating
| median | worst |
|---|---|
List of all ratings can be found at GMP 2021/rating
| GMP 2021 | |
|---|---|
International Conference on Geometric Modeling and Processing
| |
| Event in series | GMP |
| Dates | 2021-05-12 (iCal) - 2021-05-12 |
| Presence | online |
| Homepage: | http://www.kma.zcu.cz/gmp2021/ |
| Submitting link: | https://easychair.org/conferences/?conf=gmp2021 |
| Location | |
| Location: | CZ/32/Plzeň, CZ/32, CZ |
| Important dates | |
| Abstracts: | 2020/12/16 |
| Papers: | 2020/12/23 |
| Submissions: | 2019/12/20 |
| Notification: | 2021/03/06 |
| Committees | |
| General chairs: | Rida Farouki, Miroslav Lavicka, He Ying |
| PC chairs: | Renjie Chen, Lucia Romani, Michael Scott |
| Keynote speaker: | Annalisa Buffa |
| Table of Contents | |
Conference topics
GMP 2021 invites the submission of full-length papers on topics including, but not limited to the following:
- Mathematical foundations of computer-aided geometric design
- Computational geometry algorithms and analyses
- Multi-resolution and heterogeneous modeling
- 3D printing and computational manufacturing
- Geometric feature modeling and recognition
- Representation of curves and surfaces
- Discrete differential geometry
- Isogeometric analysis
- Shape optimization
- Material modeling
- Machine Learning in computer-aided geometric design