The spherical Voronoi diagram is a type of the global data model in Digital Earth which has become increasingly important and a lot of efforts have been done to develop the algorithms. However, most of the prior works were in vector mode and based on point sets. Recently, some approximation raster-based algorithms were presented which can generate spherical Voronoi diagrams for point, curve, and face sets easily. However, almost all these raster-based algorithms are based on dilation operation and the dilation errors increase greatly with the growth of dilation steps. To overcome this deficiency, a novel GSG-based algorithm for generating spherical Voronoi diagram is proposed in this paper. In our algorithm, distance computation and compari...
A new trend in high-performance computing involves the increasing performance and increasing program...
Graduation date: 1986An interactive Computational geometry package was developed\ud for the purpose ...
AbstractGiven a set of compact sites on a sphere, we show that their spherical Voronoi diagram can b...
We study the problem of using the GPU to compute the generalized Voronoi diagram (GVD) for higher-or...
This bachelor’s thesis deals with study of Voronoi cell and its representation in Voronoi diagrams a...
The Voronoi diagram is an important data structure in computational geometry and has a wide range of...
We present an implementation of the tangent-plane algorithm for computing the kth-order Voronoi diag...
The paper describes and extensively evaluates a new method for the parameterized and intelligent gen...
The Voronoi diagram is a decomposition of a space, determined by distances to a given set of objects...
We develop a pixel-based model of computation relying on the power of modern graphics hardware. It p...
Figure 1: Two example applications of the approximated generalized Voronoi diagram (GVD) computed by...
This paper presents a GPU-accelerated approach for improving the approximated construction of Genera...
Following thesis regards itself with Voronoi diagram creation in 3D using a graphics card. It focuse...
A Generalized Voronoi Diagram (GVD) partitions a space into regions based on the distance between ar...
Geodesic based Voronoi diagrams play an important role in many applications of computer graphics. Co...
A new trend in high-performance computing involves the increasing performance and increasing program...
Graduation date: 1986An interactive Computational geometry package was developed\ud for the purpose ...
AbstractGiven a set of compact sites on a sphere, we show that their spherical Voronoi diagram can b...
We study the problem of using the GPU to compute the generalized Voronoi diagram (GVD) for higher-or...
This bachelor’s thesis deals with study of Voronoi cell and its representation in Voronoi diagrams a...
The Voronoi diagram is an important data structure in computational geometry and has a wide range of...
We present an implementation of the tangent-plane algorithm for computing the kth-order Voronoi diag...
The paper describes and extensively evaluates a new method for the parameterized and intelligent gen...
The Voronoi diagram is a decomposition of a space, determined by distances to a given set of objects...
We develop a pixel-based model of computation relying on the power of modern graphics hardware. It p...
Figure 1: Two example applications of the approximated generalized Voronoi diagram (GVD) computed by...
This paper presents a GPU-accelerated approach for improving the approximated construction of Genera...
Following thesis regards itself with Voronoi diagram creation in 3D using a graphics card. It focuse...
A Generalized Voronoi Diagram (GVD) partitions a space into regions based on the distance between ar...
Geodesic based Voronoi diagrams play an important role in many applications of computer graphics. Co...
A new trend in high-performance computing involves the increasing performance and increasing program...
Graduation date: 1986An interactive Computational geometry package was developed\ud for the purpose ...
AbstractGiven a set of compact sites on a sphere, we show that their spherical Voronoi diagram can b...