This paper presents a new method for 3D data compression based on parameterization of surface patches. The technique is applied to data that can be defined as single valued functions; this is the case for 3D patches obtained using standard 3D scanners. The method defines a number of mesh cutting planes and the intersection of planes on the mesh defines a set of sampling points. These points contain an explicit structure that allows us to define parametrically both x and y coordinates. The z values are interpolated using high degree polynomials and results show that compressions over 99% are achieved while preserving the quality of the mesh
In order to efficiently archive and transmit large 3D models, lossy and lossless compression methods...
This paper presents a novel strategy for the compression of depth maps. The proposed scheme starts w...
. In this paper we introduce a new compressed representation for multiresolution models (MRM) of tri...
This paper describes a Partial Differential Equation (PDE) based method for 3D reconstruction of sur...
Polygonal meshes remain the primary representation for visualization of 3D data in a wide range of i...
A large number of applications in medical visualization, games, engineering design, entertainment, h...
In the field of compression, the type of 3D models traditionally considered is that of polygonal mes...
International audienceIn this paper we present a new framework, based on subdivision surface fitting...
We present a generic framework for compression of densely sampled three-dimensional (3D) surfaces i...
In this chapter, we discuss 3D compression techniques for reducing the delays in transmitting triang...
We present a generic framework for compression of densely sampled three-dimensional (3D) surfaces i...
In order to obtain a highly accurate profile of a measured three-dimensional (3D) free-form surface,...
National audience3D graphics data are more and more complex due to an increasing precision in their ...
The use of 3D data in mobile robotics applications provides valuable information about the robot’s e...
3D meshes are widely used in graphic and simulation applications for approximating 3D objects. When ...
In order to efficiently archive and transmit large 3D models, lossy and lossless compression methods...
This paper presents a novel strategy for the compression of depth maps. The proposed scheme starts w...
. In this paper we introduce a new compressed representation for multiresolution models (MRM) of tri...
This paper describes a Partial Differential Equation (PDE) based method for 3D reconstruction of sur...
Polygonal meshes remain the primary representation for visualization of 3D data in a wide range of i...
A large number of applications in medical visualization, games, engineering design, entertainment, h...
In the field of compression, the type of 3D models traditionally considered is that of polygonal mes...
International audienceIn this paper we present a new framework, based on subdivision surface fitting...
We present a generic framework for compression of densely sampled three-dimensional (3D) surfaces i...
In this chapter, we discuss 3D compression techniques for reducing the delays in transmitting triang...
We present a generic framework for compression of densely sampled three-dimensional (3D) surfaces i...
In order to obtain a highly accurate profile of a measured three-dimensional (3D) free-form surface,...
National audience3D graphics data are more and more complex due to an increasing precision in their ...
The use of 3D data in mobile robotics applications provides valuable information about the robot’s e...
3D meshes are widely used in graphic and simulation applications for approximating 3D objects. When ...
In order to efficiently archive and transmit large 3D models, lossy and lossless compression methods...
This paper presents a novel strategy for the compression of depth maps. The proposed scheme starts w...
. In this paper we introduce a new compressed representation for multiresolution models (MRM) of tri...