Abstract. A triangulation of points in , or a tetrahedronization of points in, is used in many applications. It is not necessary to fulfill the Delaunay criteria in all cases. For large data (more then points), parallel methods are used for the purpose of decreasing time complexity. A new approach for fast and effective parallel CPU and GPU triangulation, or tetrahedronization, of large data sets in or , is proposed in this paper. Experimental results show that the triangulation/tetrahedralization, is close to the Delaunay triangulation/tetrahedralization. It also demonstrates the applicability of the method presented in applications.
This thesis gives an overview of parallel techniques used in co mputer graphics. It investigates t...
This paper describes the derivation of an empirically efficient parallel two-dimensional Delaunay tr...
Triangulace a tetrahedronizace jsou velmi rozšířené problémy nejen v počítačové grafice. Cílem této ...
Abstract. A triangulation of points in , or a tetrahedronization of points in, is used in many appli...
Abstract. A triangulation of points in , or a tetrahedronization of points in , is used in many appl...
Today’s applications need to process large data sets using several processors with a shared memory, ...
This paper presents a new scalable parallelization scheme to generate the 3D Delaunay triangulation ...
We present an efficient implementation of a Dwyer-style Delaunay triangulation algorithm that runs i...
AbstractComputers with multiple processor cores using shared memory are now ubiquitous. In this pape...
In this study we address the problem of ecient parallel triangulation methods for a nite set of poin...
In this study we address the problem of efficient parallel triangulation methods for a finite set of...
Abstract—Delaunay Triangulation of points on a plane is an essential and indispensible technique in ...
To increase the efficiency when processing large data sets, a novel parallel algorithm is proposed f...
Computers with multiple processor cores using shared mem-ory are now ubiquitous. In this paper, we p...
Delaunay triangulation is a main topic in computer graphics. Various types of new requirements have ...
This thesis gives an overview of parallel techniques used in co mputer graphics. It investigates t...
This paper describes the derivation of an empirically efficient parallel two-dimensional Delaunay tr...
Triangulace a tetrahedronizace jsou velmi rozšířené problémy nejen v počítačové grafice. Cílem této ...
Abstract. A triangulation of points in , or a tetrahedronization of points in, is used in many appli...
Abstract. A triangulation of points in , or a tetrahedronization of points in , is used in many appl...
Today’s applications need to process large data sets using several processors with a shared memory, ...
This paper presents a new scalable parallelization scheme to generate the 3D Delaunay triangulation ...
We present an efficient implementation of a Dwyer-style Delaunay triangulation algorithm that runs i...
AbstractComputers with multiple processor cores using shared memory are now ubiquitous. In this pape...
In this study we address the problem of ecient parallel triangulation methods for a nite set of poin...
In this study we address the problem of efficient parallel triangulation methods for a finite set of...
Abstract—Delaunay Triangulation of points on a plane is an essential and indispensible technique in ...
To increase the efficiency when processing large data sets, a novel parallel algorithm is proposed f...
Computers with multiple processor cores using shared mem-ory are now ubiquitous. In this paper, we p...
Delaunay triangulation is a main topic in computer graphics. Various types of new requirements have ...
This thesis gives an overview of parallel techniques used in co mputer graphics. It investigates t...
This paper describes the derivation of an empirically efficient parallel two-dimensional Delaunay tr...
Triangulace a tetrahedronizace jsou velmi rozšířené problémy nejen v počítačové grafice. Cílem této ...