单词查询
polyhedra
释义
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n. 【几】多面体；【拓扑】可剖分空间； 网络释义： 多角体；正多面体；多面体简介；
例句
In particular, some graphs connect in strange ways that cannot be converted into a tidy picture of polyhedra.
尤其是，有些用奇怪方式连接的图，并不能转换成整齐的多面体图案。
Another reason for changing direction was that along the way we realized that the stick polyhedra we had built were not rigid.
转换研究方向的另一个原因是，我们后来发现合成的柱条多面体并不够坚固。
The polyhedra we had built were rather like structures made of toothpicks stuck into blobs of marshmallow at the corners.
我们建构的多面体，比较像是用牙签插在软糖上弄成的。
I_COLLIDE is an interactive and exact collision detection library for large environments composed of convex polyhedra .
COLLIDE是一个交互式的和确切的冲突检验库，它用于由凸起的多面体组成的大的环境中。
The numbers of combinatorial types of simple 3-polyhedra with up to 15 facets are stated with respect to their automorphism group order.
这些数字的组合类型的简单的3多面体与多达15个方面是说就其自同构群秩序。
It has an influence on the polyhedra releasing and cell lysis.
Propose an algorithm for fast clustering polyhedra in 2-dimension. It adopts a feature tree to preserve clusters information.
提出针对二维空间多边形对象的快速聚类算法，采用特征树保存所有聚类信息。
After that, a new algorithm in continuous domain for Medial Axis Transform of polyhedra is presented.
然后，提出了一种针对简单多面体模型的连续域中轴变换算法。
Now in our theory, we throw away the drawings of polyhedra and just keep the graphs.
现在，在我们的理论中，我们把多面体的形象丢掉，留著图就好了。
尤其是，有些用奇怪方式连接的图，并不能转换成整齐的多面体图案。
Another reason for changing direction was that along the way we realized that the stick polyhedra we had built were not rigid.
转换研究方向的另一个原因是，我们后来发现合成的柱条多面体并不够坚固。
The polyhedra we had built were rather like structures made of toothpicks stuck into blobs of marshmallow at the corners.
我们建构的多面体，比较像是用牙签插在软糖上弄成的。
I_COLLIDE is an interactive and exact collision detection library for large environments composed of convex polyhedra .
COLLIDE是一个交互式的和确切的冲突检验库，它用于由凸起的多面体组成的大的环境中。
The numbers of combinatorial types of simple 3-polyhedra with up to 15 facets are stated with respect to their automorphism group order.
这些数字的组合类型的简单的3多面体与多达15个方面是说就其自同构群秩序。
It has an influence on the polyhedra releasing and cell lysis.
Propose an algorithm for fast clustering polyhedra in 2-dimension. It adopts a feature tree to preserve clusters information.
提出针对二维空间多边形对象的快速聚类算法，采用特征树保存所有聚类信息。
After that, a new algorithm in continuous domain for Medial Axis Transform of polyhedra is presented.
然后，提出了一种针对简单多面体模型的连续域中轴变换算法。
Now in our theory, we throw away the drawings of polyhedra and just keep the graphs.
现在，在我们的理论中，我们把多面体的形象丢掉，留著图就好了。