A novel point sampling framework for polygonal meshes is presented, based on sampling a mesh according to a density-controlled low-discrepancy distribution. The local sampling density can be controlled by a density func- tional defined by the user, e.g. to preserve local features, or to achieve desired data reduction rates. To sample the mesh, it is cut into a disc topology, and a parametrisation is generated. The parameterised mesh is sampled using a Hilbert curve in the parameter domain, which is adapted to parametric distortions and mapped onto the mesh. 1D sample points along the Hilbert curve are then generated, correcting for parametric distortion and a user- specified local density, to give a density-controlled low-discrepancy ...
Abstract — This article presents highly parallel algorithms for remeshing polygonal models guided by...
Good parameterizations are of central importance in many digital geometry processing tasks. Typicall...
A 3D model remeshing algorithm based on circular parameter domain and importance sampling is propose...
A novel point sampling framework for polygonal meshes is presented, based on sampling a mesh accordi...
Point distributions are used to sample surfaces for a wide variety of applications within the fields...
Low-discrepancy point distributions exhibit excellent uniformity properties for sampling in applicat...
In this paper we address the problem of extracting representative point samples from polygonal model...
Isotropic point distribution is crucial in remeshing process to generate a high-quality mesh. In thi...
We propose a novel morphing algorithm for objects represented by point-sampled geometry. The fundame...
We propose a scheme for modeling point sample geometry with statistical analysis. In our scheme we d...
The surface of natural or human made objects usually comprises a collection of distinct regions char...
Fast, reliable, and feature preserving automatic decimation of polygonal models is a challenging tas...
In this paper we introduce, analyze and quantitatively compare a number of surface simplification me...
The surface of natural or human-made objects usually comprises a collection of distinct regions char...
Figure 1: A brief overview of our remeshing process: The input surface patch (top left) is first par...
Abstract — This article presents highly parallel algorithms for remeshing polygonal models guided by...
Good parameterizations are of central importance in many digital geometry processing tasks. Typicall...
A 3D model remeshing algorithm based on circular parameter domain and importance sampling is propose...
A novel point sampling framework for polygonal meshes is presented, based on sampling a mesh accordi...
Point distributions are used to sample surfaces for a wide variety of applications within the fields...
Low-discrepancy point distributions exhibit excellent uniformity properties for sampling in applicat...
In this paper we address the problem of extracting representative point samples from polygonal model...
Isotropic point distribution is crucial in remeshing process to generate a high-quality mesh. In thi...
We propose a novel morphing algorithm for objects represented by point-sampled geometry. The fundame...
We propose a scheme for modeling point sample geometry with statistical analysis. In our scheme we d...
The surface of natural or human made objects usually comprises a collection of distinct regions char...
Fast, reliable, and feature preserving automatic decimation of polygonal models is a challenging tas...
In this paper we introduce, analyze and quantitatively compare a number of surface simplification me...
The surface of natural or human-made objects usually comprises a collection of distinct regions char...
Figure 1: A brief overview of our remeshing process: The input surface patch (top left) is first par...
Abstract — This article presents highly parallel algorithms for remeshing polygonal models guided by...
Good parameterizations are of central importance in many digital geometry processing tasks. Typicall...
A 3D model remeshing algorithm based on circular parameter domain and importance sampling is propose...