Computer Science ›› 2016, Vol. 43 ›› Issue (4): 241-246.doi: 10.11896/j.issn.1002-137X.2016.04.049
Previous Articles Next Articles
ZHAO Xiao-rong, YU Quan and WANG Ju
[1] Sioutis M,Condotta J F.Tackling large Qualitative Spatial Networks of scale-free-like structure[M]∥Artificial Intelligence:Methods and Applications.Springer International Publishing,2014:178-191 [2] Miguel-Tomé S.Extensions of the heuristic topological qualitative semantic:Enclosure and fuzzy relations[J].Robotics and Autonomous Systems,2015,63:214-218 [3] Waga P.What Does It Mean to Reason Qualitatively?[J].Filozofia Nauki,2015,23(1):59-80 [4] Cohn A G,Hazarika S M.Qualitative spatial representation and reasoning:An overview [J].Fundamenta Informaticae,2001,46 (1/2):1-29 [5] Chen J,Cohn A G,Liu D,et al.A survey of qualitative spatial representations[J].The Knowledge Engineering Review,2015,30(1):106-136 [6] Egenhofer M J.reasoning about binary topological relation [C]∥Gunther O,Sheck H J,eds.Proceedings of the 2nd Symposiumon Large Spatial Databases.SSD’91(Zurich,Switzerland).Lecture Notes in Computer Science 525,1991:143-160 [7] Smith B.Mereotopology:A thory of parts and boundaries [J].Data and knowledge Engineering,1996,20(3):287-304 [8] Stell J G.Boolean connection algebras:A new approach to theregion-connection calculus [J].Artificial Intelligence,2000,122:111-137 [9] Li S,Ying M,Li Y.On countable RCC models [J].Fundamenta Informaticae,2005,65(4):329-351 [10] Li S,Ying M.Generalized Region Connection Calculus [J].Artificial Intelligence,2004,160(1/2):1-34 [11] Liu W,Zhang X,Li S,et al.Reasoning about cardinal directions between extended objects[J].Artificial Intelligence,2010,174(12):951-983 [12] Hawes N,Klenk M,Lockwood K,et al.Towards a Cognitive System that Can Recognize Spatial Regions Based on Context[C]∥AAAI.2012 [13] Kontchakov R,Pratt-Hartmann I,Zakharyaschev M.Spatialreasoning with RCC8 and connectedness constraints in Euclideanspaces[J].Artificial Intelligence,2014,217:43-75 [14] Sabharwal C L,Leopold J L.Evolution of Region Connection Calculus to VRCC-3D+[J].New Mathematics and Natural Computation,2014,10(2):103-141 |
No related articles found! |
|