CAJ | 학술논문

空间实体间的拓扑关系是空间中最基本的关系之一,构成了空间推理的基本方面,拓扑关系的研究在空间推理中占有重要的地位,由于地理空间自身的复杂性,使其存在模糊不确定性,而确定性区域中的空间拓扑关系模型却不能直接应用于具有不确定边界区域的地理实体的描述和计算.因此,本论文针对成面状分布的空间区域,运用模糊数学、基础拓扑学等知识,讨论了如何建立模糊地理区域的空间拓扑关系的定性和定量描述模型以及如何借助该模型进行与模糊地理区域相关的空间拓扑关系分析.
공간실체간적탁복관계시공간중최기본적관계지일,구성료공간추리적기본방면,탁복관계적연구재공간추리중점유중요적지위,유우지리공간자신적복잡성,사기존재모호불학정성,이학정성구역중적공간탁복관계모형각불능직접응용우구유불학정변계구역적지리실체적묘술화계산.인차,본논문침대성면상분포적공간구역,운용모호수학、기출탁복학등지식,토론료여하건립모호지리구역적공간탁복관계적정성화정량묘술모형이급여하차조해모형진행여모호지리구역상관적공간탁복관계분석.
Spatial topological relations between spatial object is one of the fundamental relationships in spatial reasoning,Constitute the basic aspects of spatial reasoning,topological relations research in spatial reasoning plays an important role,as a result of geographical space complexity,to the existence of uncertainty,and the uncertainty region of spatial topological relations model can not be directly applied to has to define the boundary of regional geographical entity description and computation.Therefore,in this paper,a distributed area object,using fuzzy mathematics,basic topology knowledge,discusses how to establish the fuzzy area spatial topological relationships between the quantitative description models and how this model and fuzzy geographic areas related to spatial topological relation analysis.