空间推理系统RCC-8的多级拓扑关系

A. Alboody, F. Sèdes, J. Inglada
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引用次数: 7

摘要

在地理信息系统(GIS)、图像数据库等地理空间数据库中,查询往往是基于空间对象之间的关系。空间关系是地理信息系统进行拓扑关系等查询的基础。区域-区域拓扑关系的一般描述是一个尚未解决的问题,尽管已经做了很多努力。以空间推理系统RCC-8的经典形式描述了两个空间区域之间的8种基本拓扑关系:DC、EC、EQ、PO、TPP、TPPi、NTPP和NTPPi。在某些应用中,需要详细描述这些关系。为了在各个层次提取所有必要的细节,并区分同类关系,采用边界-边界相交空间集(BBISS)的分离数和空间元素(点和线)类型两个概念,引入了RCC-8的多级拓扑关系。这两个概念对于详细描述这些关系非常重要。在我们的研究中,主要贡献是RCC-8的多层次拓扑关系。我们的工作重点是欧盟、PO、TPP和TPPi这四个关系,这四个关系可以在另外两个层面进行详细阐述。首先,用分离数的概念将这四种关系以一般的详细形式书写和描述。其次,同样的关系通过空间元素类型的概念以其他一般形式表达出来。最后,举例说明了本文所提出的这些关系的确定。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multi-level Topological Relations of the Spatial Reasoning System RCC-8
Queries in geospatial databases, such as Geographic Information Systems (GIS), image databases, are often based upon the relations among spatial objects. Spatial relations are the basis of many queries that GIS perform such as the topological relations. The general description of region-region topological relations in details is still an unsolved issue although much effort has been done.The eight basic topological relations between two spatial regions are written without any details in the classical form of the spatial reasoning system RCC-8: DC, EC, EQ, PO, TPP, TPPi, NTPP and NTPPi. In some applications, there are needs to describe in details these relations. In order to extract all the necessary details at all levels and to differentiate between relations of the same kind, multi-level topological relations of RCC-8 are introduced by using two concepts: the Separation Number and the Types of Spatial Elements (Points and Lines) of the Boundary-Boundary Intersection Spatial Set (BBISS). These two concepts are very important to detail these relations.In our study, the major contribution is multi-level topological relations of RCC-8. We focus our work on the four relations EC, PO, TPP and TPPi which can be detailed at two additional levels. First, these four relations are written and described in general detailed forms by the concept of Separation Number. Secondly, the same relations are expressed in other general forms by the concept of Types of Spatial Elements. Finally, examples are provided to illustrate the determination of these relations presented in this paper.
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