| Publication type: |
 |
Conference proceedings |
|
| Subject: |
|
|
|
| Title: |
|
Local non-planarity of three dimensional surfaces for an invertible reconstruction: k-cuspal cells |
|
| Author(s): |
|
Marc Rodriguez ( ) 1, Gaëlle Largeteau-Skapin ( ) 1, Eric Andres () 1 |
|
| Laboratory: |
|
|
|
| Research team: |
|
SIC |
| Abstract: |
|
This paper addresses the problem of the maximal recognition of hyperplanes for an invertible reconstruction of 3D discrete objects. k- cuspal cells are introduced as a three dimensional extension of discrete cusps defined by R.Breton. With k-cuspal cells local non planarity on discrete surfaces can be identified in a very straightforward way. |
|
| Fulltext language: |
|
English |
|
| Production date: |
|
2008 |
|
|
| Book title: |
|
Advances in Visual Computing |
|
| Audience: |
|
international |
|
| Publication date: |
|
2008-12 |
|
| Volume: |
|
5358 |
|
| Page, identifiant, ...: |
|
925-934 |
|
| Commercial editor: |
|
Springer Berlin / Heidelberg |
|
| Scientifics editor: |
|
Bebis, G.; Boyle, R.; Parvin, B.; Koracin, D.; Remagnino, P.; Porikli, F.; Peters, J.; Klosowski, J.; Arns, L.; Chun, Y.K.; Rhyne, T.-M.; Monroe, L. |
|
| Serie: |
|
Lecture Notes in Computer Science |
|
|
| Conference or book title: |
|
4th International Symposium, ISVC 2008 |
|
| Conference date: |
|
2008-12-03 |
|
| City: |
|
Las Vegas |
|
| Country: |
|
United States |
|
|
| Keyword(s): |
|
discrete geometry – reconstruction – planarity. |
|
|
| Project(s), collaboration(s): |
|
Géométrie discrète |
|
Export this paper
