We present a novel algorithm for encoding the topology of triangular meshes. A sequence of edge contract and divide operations collapses the entire mesh into a single vertex. This implicitly creates a tree with weighted edges. The weights are vertex degrees and capture the topology of the unlabeled mesh. The nodes are vertices and capture the labeling of the mesh. This weighted-edge tree has a very compact encoding
Standard representations of irregular finite element meshes combine vertex data (sample coordinates ...
This paper introduces a new algorithm for the compression of manifold hexahedral meshes topology, us...
Standard representations of irregular finite element meshes combine vertex data (sample coordinates ...
Efficiently encoding the topology of triangular meshes has recently been the subject of intense stu...
We present a divide and conquer algorithm for triangle mesh connectivity encoding. As the algorithm ...
Abstract:- This paper presents a new approach for the lossless compression of engineering data, repr...
We propose a divide and conquer algorithm for the single resolution encoding of triangle mesh conne...
An algorithm for triangle mesh compression is presented. Any mesh topology can be coded. Vertex coor...
Recently numerous studies have attempted to develop efficient algorithms for compressing/decompressi...
The Edgebreaker compression technique, introduced in [11], encodes any unlabeled triangulated planar...
Triangle three-dimensional meshes have been widely used to represent 3D objects in several applicati...
One of the most natural measures of regularity of a triangular mesh homeomorphic to the two-dimensio...
Abstract: This paper contains the description of sequential two-step tetrahedral mesh topo...
In this paper, we propose an efficient compression algorithm for 3D triangular meshes, consisting of...
AbstractA new progressive compression algorithm for arbitrary topology with highly detailed triangle...
Standard representations of irregular finite element meshes combine vertex data (sample coordinates ...
This paper introduces a new algorithm for the compression of manifold hexahedral meshes topology, us...
Standard representations of irregular finite element meshes combine vertex data (sample coordinates ...
Efficiently encoding the topology of triangular meshes has recently been the subject of intense stu...
We present a divide and conquer algorithm for triangle mesh connectivity encoding. As the algorithm ...
Abstract:- This paper presents a new approach for the lossless compression of engineering data, repr...
We propose a divide and conquer algorithm for the single resolution encoding of triangle mesh conne...
An algorithm for triangle mesh compression is presented. Any mesh topology can be coded. Vertex coor...
Recently numerous studies have attempted to develop efficient algorithms for compressing/decompressi...
The Edgebreaker compression technique, introduced in [11], encodes any unlabeled triangulated planar...
Triangle three-dimensional meshes have been widely used to represent 3D objects in several applicati...
One of the most natural measures of regularity of a triangular mesh homeomorphic to the two-dimensio...
Abstract: This paper contains the description of sequential two-step tetrahedral mesh topo...
In this paper, we propose an efficient compression algorithm for 3D triangular meshes, consisting of...
AbstractA new progressive compression algorithm for arbitrary topology with highly detailed triangle...
Standard representations of irregular finite element meshes combine vertex data (sample coordinates ...
This paper introduces a new algorithm for the compression of manifold hexahedral meshes topology, us...
Standard representations of irregular finite element meshes combine vertex data (sample coordinates ...