1) detailed topological relation model

拓扑关系细节模型
3) the model of binary topological relations

二值拓扑关系模型
1.
At last, we explained this way through introducing how to realize a complex spatial query, which includes topological relations and directional relations at the same time, using the model of binary topological relations and the model of symbolic spatial indexes.
最后结合空间查询中的实例,通过介绍如何同时运用二值拓扑关系模型和符号空间索引模型来实现同时包含拓扑关系和方向关系的复杂空间查询来说明这种方法。
4) fuzzy topological relationship

模糊拓扑关系
1.
Then a methodology to identify the counterpart elements based on the fuzzy classification of topological relationship is illustrated, which applies the concept of morphologic distance between areas introduced by Winter and the concept of fuzzy topological relationship theory.
该文研究了城市地图数据库同名面实体匹配的有关问题 ,提出了基于模糊拓扑关系分类的面实体匹配方法 ,该方法充分考虑了源地图数据库的不确定性 ,能处理非一对一的匹配情况。
5) topological relation

拓扑关系
1.
A method of setting up topological relations for objects with broad boundary;

具有宽广边界目标的拓扑关系的建立方法
2.
The study of topological relation between linear-area object and geometric metrics;

线状与面状对象的拓扑关系及其量度指标体系研究
3.
The automatic topological relation generating algorithm based on examination;

基于检查的拓扑关系自动构建算法
6) topological relationship

拓扑关系
1.
Study on Topological Relationship and Spatial Reasoning in GIS;

GIS中拓扑关系及空间推理研究
2.
A method for creating topological relationship among the constituent patches of compound surface is addressed.
提出了组合曲面间拓扑关系的建立方法 通过对曲面相邻边界及相邻角点拓扑信息查询 ,完成刀具路径的合理组织 ;针对目前在给定加工精度时确定参数增量算法存在的不足 ,提出基于等参数线的走刀步长追踪法 ,并对曲率半径趋于无穷大的情况及直纹面加工的情况进行单独处理 ,保证了算法的稳定性和有效性 在此基础上 ,系统地阐述了组合曲面加工中刀触点、刀位点的计算以及刀具轨迹的合理化组
3.
In order to implement Boolean operations on open or closed mesh models with different complexities correctly,a new algorithm for 3D mesh model by using Boolean operations is presented,which is based on the orientability of manifold meshes and the topological relationship of the meshes.
为了快速正确地对各种复杂程度(开放、封闭)的网格模型进行空间布尔运算,根据复式网格的可定向性建立各元素间的拓扑关系,并根据这些拓扑关系判断网格面片的最终去舍,得到布尔运算结果。
补充资料:拓扑关系
拓扑关系 topological relation
指满足拓扑几何学原理的各空间数据间的相互关系。即用结点、弧段和多边形所表示的实体之间的邻接、关联和包含等关系。
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