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GIS中拓扑和方向关系推理模型 被引量:29

An Integrated Model for Topology & Direction Relation Reasoning
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摘要 当今GIS在空间分析、建模和推理方面的能力极其有限,究其原因,现有GIS空间数据表达不直接支持推理运算,空间关系推理模型相互独立且运算复杂,准确性不高。本文在深入研究现有空间拓扑关系和方向关系推理模型的基础上,基于Cobb的空间拓扑关系模型的基本思想,建立了拓扑关系矩阵TopX2×2、TopY2×2和方向关系矩阵Dir3×3并将拓扑和方向关系推理计算统一到空间目标的MBRs(MinimumBoundingRectangles)的比较运算上来,达到了简化推理运算和统一建模实现拓扑和方向关系的联合推理,丰富了空间关系推理的语义,提高了推理的准确性。 GIS is powerful for data collection and management, but its analysis & reasoning ability is limited. Deeply analyse, we can find that the inconsistence of GIS spatial data representing and reasoning model as well as the independence with each other are the root of evil. The ultimate aim of this paper is to work out an integrated model for topology and direction relation reasoning, so that we can realize the spatial relations reasoning easily and accurately.
出处 《测绘学报》 EI CSCD 北大核心 2004年第2期156-162,共7页 Acta Geodaetica et Cartographica Sinica
关键词 拓扑关系 方向关系 空间推理 GIS 地理信息系统 topology relation direction relation spatial reasoning
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参考文献10

  • 1FRANK A U.Qualitative Spatial Reasoning about Distances and Directions in Geographic Space[J].Journal of Visual Languages and Computing,1992,3(4):343-371.
  • 2刘亚彬,刘大有.地理信息系统中空间对象间拓扑关系的推理[J].软件学报,2001,12(12):1859-1863. 被引量:10
  • 3FRANK A U.Qualitative Spatial Reasoning:Cardinal Directions as an Example[J].INT J Geographical Information Systems,1996,10(3) :269-290.
  • 4RENZ J.Qualitative Spatial Reasoning with Topological Information[M].Berlin:Springer-Verlag,2002.
  • 5COBB M.An Approach for the Definition.Representation and Querying of Binary Topological and Directional Relationships between Two-dimensional Objects [D].Tulane University,1995.
  • 6GOYAL R,EGENHOFER M J.Cardinal Directions between Extended Spatial Objects [S/OL].IEEE Transaction on Knowledge and Data Engineering,http://www.spatial.maine.edu/- max/max.html.
  • 7EGENHOFER J.Deriving the Composition of Binary Topological Relation[J].Journal of Visual Languages and Computing,1994,5(2):133-149.
  • 8杜云艳,周成虎,邵全琴,苏奋振,史忠植,叶施仁.地理案例推理及其应用[J].地理学报,2002,57(2):151-158. 被引量:24
  • 9CHEN Jun,et al.Qualitative Description and Reasoning of Spatial Distance and Direction[J].Journal of Xi'an Petroleum Institute(Natural Science Edition),2001,16(1) :68-72.
  • 10WINTERS S.Uncertain Topological Relations between Imprecision Regions [J].IJGIS,2000,14(5) :411-430.

二级参考文献15

  • 1王世称,综合信息解译原理与矿产预测图编制方法,1989年
  • 2Yee Leung,Intelligent Spatial Decision Support Systems,1997年
  • 3Shi Zhongzhi Advanced Artiucial Intelligence Beijing:Science Press,1998[史忠植高级人工智能.北京:科学山版社,1998]
  • 4Barlera R An Introduction to Case-based Reasoning AI Expert,Augut 1991,42-49.
  • 5Helton T The Hottest New Al Technology The Spang Robinson Report on Artificial lnitelligence 1991,7(8)
  • 6Ian Watson,Farhi Marir Case-based reasoning:a review Knowledge Engineering Review,1994,9(4)
  • 7Kolodner J Case-Based Reasoning San Mateo:Morgan Kaufmann Publishers,1993.1-30
  • 8Zhou Chenghu,Sun Zhanli The Study on Geo-CA.Beijing:Science Press,1999[周成虎,孙战利地理元胞自动机的模型和应用研究.北京:科学出版社,2000.]
  • 9F P Coene.A case base representation technique to support case based reasoning.1n:Proceedings of the Intemational Joint Conference on Artificial Intelligence,1 999
  • 10A Holt,G L Benwell.Applying case-based reasoningtechnique in GIS IJGIS,1 991,13(1):9-25

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