A novel mesh parametrization method for an open con-nected surface is presented. The parametrization method is based on Hessian-based Locally Linear Embedding (HLLE). Our method operates directly on the surface without using any partition technique and can preserve the local and global structure, while partition-based methods often produce high distortion and discontinuity nearby partition boundaries. In addition, some examples about texture mapping show the efficiency of our method 1
Assume a 2D manifold surface topologically equivalent to a sphere with handles we propose a novel 3D...
Good parameterizations are of central importance in many digital geometry processing tasks. Typicall...
We introduce a Locally Optimal Projection operator (LOP) for surface approximation from point-set da...
A novel mesh parametrization method for an open connected surface is presented. The parametrization ...
Figure 1: Parameterizing the beetle model with several holes using our approach. (a) The beetle mode...
Figure 1: Parameterizing the beetle model with several holes using our approach. (a) The beetle mode...
In the last decade, surface mesh parameterization has emerged as a standard technique in computer gr...
A surface parameterization is a smooth one-to-one mapping between the surface and a parametric domai...
Hessian Locally Linear Embedding (HLLE) is an algorithm that computes the nullspace of a Hessian fun...
Unless the targeted mesh is developable, metric distortion is inevitable during the process of surfa...
Hessian Locally Linear Embedding (HLLE) is an algorithm that computes the nullspace of a Hessian fun...
104 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2007.In the third part, we deal ex...
This paper follows a previous one that was dealing with high quality surface remeshing using harmoni...
[[abstract]]Texture mapping is a common technique in computer graphics to render realistic images. O...
[[abstract]]Texture mapping is a common technique in computer graphics used to render realistic imag...
Assume a 2D manifold surface topologically equivalent to a sphere with handles we propose a novel 3D...
Good parameterizations are of central importance in many digital geometry processing tasks. Typicall...
We introduce a Locally Optimal Projection operator (LOP) for surface approximation from point-set da...
A novel mesh parametrization method for an open connected surface is presented. The parametrization ...
Figure 1: Parameterizing the beetle model with several holes using our approach. (a) The beetle mode...
Figure 1: Parameterizing the beetle model with several holes using our approach. (a) The beetle mode...
In the last decade, surface mesh parameterization has emerged as a standard technique in computer gr...
A surface parameterization is a smooth one-to-one mapping between the surface and a parametric domai...
Hessian Locally Linear Embedding (HLLE) is an algorithm that computes the nullspace of a Hessian fun...
Unless the targeted mesh is developable, metric distortion is inevitable during the process of surfa...
Hessian Locally Linear Embedding (HLLE) is an algorithm that computes the nullspace of a Hessian fun...
104 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2007.In the third part, we deal ex...
This paper follows a previous one that was dealing with high quality surface remeshing using harmoni...
[[abstract]]Texture mapping is a common technique in computer graphics to render realistic images. O...
[[abstract]]Texture mapping is a common technique in computer graphics used to render realistic imag...
Assume a 2D manifold surface topologically equivalent to a sphere with handles we propose a novel 3D...
Good parameterizations are of central importance in many digital geometry processing tasks. Typicall...
We introduce a Locally Optimal Projection operator (LOP) for surface approximation from point-set da...