Each cell in a Voronoi tessellation is a convex polyhedron.
泰森多边形法中的每个细胞镶嵌是一个凸多面体。
A projective silhouette based method was proposed to reconstruct the shape of little convex polyhedron.
为实现小凸多面物体面形快速重建，提出了基于投影轮廓的新方法。
The assembly objects were described with convex polyhedron. Geometric features of the assembly objects were analyzed.
多面体 为装配对象，分析装配操作过程中装配对象的几何特性。
The processes of 3d buffer creation for point, line, face and convex polyhedron are introduced in detail in the paper.
详细论述了点，线，面和凸体的三维缓冲区生成过程。
Moreover, the boundary initialization of population is obtained by getting all the extreme points of the bounded convex polyhedron.
边界上初始种群的获得比较复杂，它们是通过求得凸多面体所有极点来进行的。
It also proposes a method to construct the convex polyhedron and compute its volume, and presents the mathematical basis of the method.
本文也给出了构造该凸多面体、计算其体积的方法，并阐述了此方法的数学依据。
Maximum empty circle convex polygon and maximum empty sphere convex polyhedron are introduced to compute triangulation on a set of irregularly located spatial points.
提出最大空圆凸多边形和最大空球凸多面体的概念。
Finally, this thesis gives the definition of the rectilinear Steiner tree problem in more higher-dimensional space, and the corresponding structure of the minimum convex polyhedron.
最后本文给出了在更高维空间的直角斯坦纳树问题的定义，和相应的最小凸多面体的构造。
FORTRAN program to generate random convex polyhedron aggregate based on the topology of spherical aggregates and the codes of the mesoscale structured finite element grids of concrete is developed.
在生成三维随机球形骨料模型的基础上，研究了形成随机凸多面体骨料模型的方法，并利用FORTRAN语言编制凸多面体骨料生成程序和细观有限元网格剖分程序。
FORTRAN program to generate random convex polyhedron aggregate based on the topology of spherical aggregates and the codes of the mesoscale structured finite element grids of concrete is developed.
在生成三维随机球形骨料模型的基础上，研究了形成随机凸多面体骨料模型的方法，并利用FORTRAN语言编制凸多面体骨料生成程序和细观有限元网格剖分程序。
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