Add to ORKGInternational audienceWe investigate a recent mesh subdivision scheme, allowing multiresolution analysis of irregular triangular meshes by the wavelet transforms. We consider the wavelet scheme construction in terms of an inverse problem. Some experimental results on different meshes prove the efficiency of this approach in multiresolution schemes. In addition we show the effectiveness of the proposed algorithm for lossless compression
International audienceIn this paper, we propose an efficient low complexity compression scheme for d...
In a previous work [1] we investigated how to reverse subdivision rules using local linear condition...
A flexible construction of second generation wavelets allowing two distinct interpretations is prese...
International audienceWe propose a new subdivision scheme derived from the Lounsbery's regular 1:4 f...
International audienceWe investigate a recent mesh subdivision scheme, allowing multiresolution anal...
International audienceThis paper extends Lounsbery s multiresolution analysis wavelet-based theory f...
International audienceNous proposons un nouvel algorithme de subdivision qui permet la simplificatio...
International audienceThis paper proposes a new lossy to lossless progressive compression scheme for...
International audienceWavelet-based methods have proven their efficiency for the visu-alization at d...
Abstract — This paper proposes a new lossy to lossless pro-gressive compression scheme for triangula...
International audienceIn this paper we introduce a novel approach for progressive transmission of th...
1 Motivation Current multiresolution and topology-preserving representations of the topology of tri...
International audienceWavemesh is a powerful scheme for 3D triangular mesh processing. In sharp cont...
Wavemesh is a powerful scheme for 3D triangular mesh processing. In sharp contrast with other approa...
In this paper we propose a wavelet based model for large irregular volume data sets by exploiting a ...
International audienceIn this paper, we propose an efficient low complexity compression scheme for d...
In a previous work [1] we investigated how to reverse subdivision rules using local linear condition...
A flexible construction of second generation wavelets allowing two distinct interpretations is prese...
International audienceWe propose a new subdivision scheme derived from the Lounsbery's regular 1:4 f...
International audienceWe investigate a recent mesh subdivision scheme, allowing multiresolution anal...
International audienceThis paper extends Lounsbery s multiresolution analysis wavelet-based theory f...
International audienceNous proposons un nouvel algorithme de subdivision qui permet la simplificatio...
International audienceThis paper proposes a new lossy to lossless progressive compression scheme for...
International audienceWavelet-based methods have proven their efficiency for the visu-alization at d...
Abstract — This paper proposes a new lossy to lossless pro-gressive compression scheme for triangula...
International audienceIn this paper we introduce a novel approach for progressive transmission of th...
1 Motivation Current multiresolution and topology-preserving representations of the topology of tri...
International audienceWavemesh is a powerful scheme for 3D triangular mesh processing. In sharp cont...
Wavemesh is a powerful scheme for 3D triangular mesh processing. In sharp contrast with other approa...
In this paper we propose a wavelet based model for large irregular volume data sets by exploiting a ...
International audienceIn this paper, we propose an efficient low complexity compression scheme for d...
In a previous work [1] we investigated how to reverse subdivision rules using local linear condition...
A flexible construction of second generation wavelets allowing two distinct interpretations is prese...