Publication Details

Local Projections Method and Curvature Approximation on 3D Polygonal Models

HULÍK Rostislav and KRŠEK Přemysl. Local Projections Method and Curvature Approximation on 3D Polygonal Models. In: Communications proceedings of WSCG. June 25-28, 2012. Plzen: Department of Computer Graphics and Multimedia FIT BUT, 2012, pp. 223-230. ISBN 978-80-86943-79-4.
Czech title
Metoda lokálních projekcí a aproximace křivosti na 3D polygonálních modelech
Type
conference paper
Language
english
Authors
Keywords

Local Projections, Curvature, Polygonal model, Mesh Processing, Image Processing

Abstract

Mesh processing is a wide area which consists of several approaches, heavily specific for each task. We present a novel approach to the mesh processing using the Local Projections method. The described method makes benefit of wide variety of image processing algorithms, very similar to 3D tasks, and implements a conversion mechanism to make possible use of these processes on polygonal models. We also designed, implemented and evaluated the curvature approximation algorithm to test and compare the proposed method usability on real and artificial data. Use of proposed method brings significant benefits especially to the noised meshes analysis.

Published
2012
Pages
223-230
Proceedings
Communications proceedings of WSCG
Series
June 25-28, 2012
Conference
Winter School of Computer Graphics 2012, Plzeň, CZ
ISBN
978-80-86943-79-4
Publisher
Department of Computer Graphics and Multimedia FIT BUT
Place
Plzen, CZ
BibTeX
@INPROCEEDINGS{FITPUB9989,
   author = "Rostislav Hul\'{i}k and P\v{r}emysl Kr\v{s}ek",
   title = "Local Projections Method and Curvature Approximation on 3D Polygonal Models",
   pages = "223--230",
   booktitle = "Communications proceedings of WSCG",
   series = "June 25-28, 2012",
   year = 2012,
   location = "Plzen, CZ",
   publisher = "Department of Computer Graphics and Multimedia FIT BUT",
   ISBN = "978-80-86943-79-4",
   language = "english",
   url = "https://www.fit.vut.cz/research/publication/9989"
}
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