TY - GEN
T1 - SBL mesh filter
T2 - ACM Special Interest Group on Computer Graphics and Interactive Techniques Conference, SIGGRAPH'11
AU - Vialaneix, Guillaume
AU - Boubekeur, Tamy
PY - 2011/10/26
Y1 - 2011/10/26
N2 - Bilateral mesh filtering (BL) is a simple and powerful feature-preserving filtering operator which allows to smooth or remove noise from surface meshes while preserving important features in a non-iterative way. However, to be effective, such a filter may require quite a large support size, inducing slow processing when applied on high resolution meshes. In this paper, we propose a separable approximation of BL (SBL) based on a local decomposition of the bi-dimensional filter into a product of two one-dimensional ones. The main problem here is to find meaningful directions at every point to orient the two one-dimensional filters. Our solution exploits the minimum and maximum curvature directions at each point and demonstrates a significant speed-up on meshes ranging from thousands to millions of elements, enabling feature-preserving filtering with large support size in a variety of practical scenarii (Fig. 1).
AB - Bilateral mesh filtering (BL) is a simple and powerful feature-preserving filtering operator which allows to smooth or remove noise from surface meshes while preserving important features in a non-iterative way. However, to be effective, such a filter may require quite a large support size, inducing slow processing when applied on high resolution meshes. In this paper, we propose a separable approximation of BL (SBL) based on a local decomposition of the bi-dimensional filter into a product of two one-dimensional ones. The main problem here is to find meaningful directions at every point to orient the two one-dimensional filters. Our solution exploits the minimum and maximum curvature directions at each point and demonstrates a significant speed-up on meshes ranging from thousands to millions of elements, enabling feature-preserving filtering with large support size in a variety of practical scenarii (Fig. 1).
U2 - 10.1145/2037826.2037858
DO - 10.1145/2037826.2037858
M3 - Conference contribution
AN - SCOPUS:80054816272
SN - 9781450309745
T3 - ACM SIGGRAPH 2011 Talks, SIGGRAPH'11
BT - ACM SIGGRAPH 2011 Talks, SIGGRAPH'11
Y2 - 7 August 2011 through 11 August 2011
ER -