| 1. | A fast progressive surface reconstruction algorithm for unorganized points
散乱数据点的增量快速曲面重建算法 |
| 2. | An algorithm of searching topological structure from 3d unorganized points
寻找三维散乱数据点拓扑结构的一种算法 |
| 3. | A region - growing algorithm was proposed to reconstruct triangular meshes from unorganized point cloud
摘要提出一种对无规则点云进行三角网格重构的区域增长算法。 |
| 4. | 3 ) surface reconstruction technology of unorganized diserete points : reconstruction and connection of surface are researched
3 )离散数据点的曲面重构技术研究了四边域曲面片的重构和拼接。 |
| 5. | Not accepting combat , the group split into small groups and in unorganized small groups began to withdraw in various directions
未经战斗，部队即分散成小部队，开始毫无组织地向不同方向撤退。 |
| 6. | In this thesis , we study some mainstream surface reconstruction algorithms for unorganized data set and adopt the algorithms based on delaunay triangulation
全局重建采用基于cocone方法的算法，并为了检测边界而对此方法进行了改进。 |
| 7. | Based on the theory of space dividing using envelopment - box , an algorithm to search topological relationship from 3d unorganized points is proposed in this thesis
本文提出了一种利用包围盒空间分割方法对散乱数据点点云进行空间分割进而寻求拓扑关系的方法。 |
| 8. | In this paper we also present a procedure for automatically reconstructing a nurbs surface of arbitrary topological type from an unorganized set of points
因此，针对具有任意拓扑形状的曲面，本文提出了从一组无序点自动重构具有任意拓扑结构nurbs曲面的方法。 |
| 9. | In this thesis , the surface reconstruction for unorganized points , and the design and implementation of the system for constructing the finite element mesh
本文主要在基于散乱点的三维重建算法，曲面有限元网格自动生成工具系统的设计和实现等方面进行了研究和探讨。 |
| 10. | Surface reconstruction method based on fea surface of 3d unorganized points is divided into four modes according to the special features of points on surface in this thesis
( 2 )基于有限元分析的曲面重构方法根据离散数据点的不同特点，本文将离散数据点曲面分成四种模型。 |
