1) locally countable simplicial complex
局部可数单纯复形
2) Simplicial complex
单纯复形
1.
Multiresolution representation ov vector map based on simplicial complexes;
基于单纯复形的矢量地图多分辨率表示方法
2.
Secondly, the face manifold is modeled as an approximating simplicial complex that the number of its simplex is obtained.
首先给出一个简单的几何模型,说明在不同的姿态和光照条件下人脸图像可看成一个弯曲流形;然后把人脸流形模型近似为一个单纯复形,获得相应的单形数目;最后,利用单纯复形中单形的最大维数是单纯复形的维数的性质,从而估计出人脸图像的本征维数。
3.
Next, we construct a matrixM_r (△) on simplicial complex , and gain a new matrix M_r(△) as that which results by row augmenting the matrix M_r(△) with M_1~c(△)(Theorem 4.
然后在单纯复形上构作了矩阵M_r(△)，并在M_r(△)的行的基础上增加M_1~c(△)得到了一个新矩阵M_r(△)(定理4。
3) locally countable
局部可数
4) simplicial complexes
单纯复合形
1.
The model is based on a collection of a divisional terrain data defined as simplicial complexes arranged into a partially ordered set by time and space.
模型把子区域地形几何数据定义为单纯复合形集,按地形变化时间顺序和空间关系组织成一个偏序集。
6) simple multiplier
单纯形乘数
补充资料：局部
一部分；非全体：～麻醉 ㄧ～地区有小阵雨。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条