Relief: A Modeling by Drawing Tool (2008)
John F. Hughes, David Bourguignon, Raphaëlle Chaine, Marie-paule Cani, George Drettakis
This paper presents a modeling system which takes advantage of two-dimensional drawing knowledge to design three-dimensional free-form shapes. A set of mouse or tablet strokes is interpreted by the...
Er Belyaev, Michael Garl, Rémi Allègre, Raphaëlle Chaine, Samir Akkouche, ...
We present a streaming algorithm for reconstructing closed surfaces from large non-uniform point sets based on a geometric convection technique. Assuming that the sample points are organized into...
Rémi Allègre, Raphaëlle Chaine, Samir Akkouche
flexible framework for surface reconstruction from large point sets
Abstract Mesh Connectivity Compression Using Convection Reconstruction (2008)
Raphaëlle Chaine, Pierre-marie G, Céline Roudet
During a highly productive period running from 1995 to about 2002, the research in lossless compression of 3D meshes mainly consisted in a hard battle for the best bitrates. But for a few years,...
Eurographics Symposium on Geometry Processing (2003) (2008)
L. Kobbelt, P. Schröder, Raphaëlle Chaine
This paper introduces a fast and efficient algorithm for surface reconstruction. As many algorithms of this kind, it produces a piecewise linear approximation of a surface S from a finite,...
EUROGRAPHICS Workshop on Sketch-Based Interfaces and Modeling (2004) (2004)
John Hughes And, John F. Hughes, David Bourguignon, Raphaëlle Chaine, Marie-paule Cani, ...
This paper presents a modeling system which takes advantage of two-dimensional drawing knowledge to design three-dimensional free-form shapes. A set of mouse or tablet strokes is interpreted by the...
A geometric-based convection approach of 3-D reconstruction (2002)
Surface reconstruction algorithms produce piece-wise linear approximations of a surface S from a finite, sufficiently dense, subset of its points. In this paper, we present a fast algorithm for...
A geometric-based convection approach of 3-D reconstruction (2002)
Surface reconstruction algorithms produce piece-wise linear approximations of a surface S from a finite, sufficiently dense, subset of its points. In this paper, we present a fast algorithm for...
A geometric-based convection approach of 3-D reconstruction (2002)
Surface reconstruction algorithms produce piece-wise linear approximations of a surface S from a finite, sufficiently dense, subset of its points. In this paper, we present a fast algorithm for...