Abstract: Asymptotically optimal parallel algorithms are presented for use on a mesh computer to determine several fundamental geometric properties of figures. For example, given multiple figures ...

It can improve the efficiency and quality of rendering, processing, and analysis of complex geometric models. However, choosing the best mesh simplification algorithm for your project can be ...

Mesh generation is a pivotal component in computer aided design, serving as the foundation for numerical simulations and finite element analyses in diverse engineering and scientific domains.

R. Miller and Q. F. Stout, “Mesh computer algorithms for computational geometry,” IEEE Transactions on com-puter, Vol. 38, No. 3, pp. 321–340, 1989. has been cited by the following article: TITLE: A ...

Discover the power of emulating massively parallel computer architectures for parallel programmers. Explore our paper on a 2-D re-configurable mesh computer emulator, offering a cost-effective ...

Triangulation algorithms divide a complex shape into simpler triangles, which can be used for various applications such as mesh generation, surface reconstruction, and collision detection.

Researchers have developed a new algorithm that vastly reduces the computation of virtually any computational model. The algorithm may be thought of as a shrinking bull's-eye that, over several ...

Computational scientists and geophysicists have developed new computer algorithms that for the first time allow for the simultaneous modeling of Earth's mantle flow, large-scale tectonic plate ...

Asymptotically optimal parallel algorithms are presented for use on a mesh computer to determine several fundamental geometric properties of figures. For example, given multiple figures represented by ...