Qualitative Spatial ChangeOxford University Press, 2000 - 409 Seiten This book is a contribution to the emerging discipline of Qualitative Spatial Information Theory. The discipline has arisen from a realization that traditional quantitative techniques for the analysis of spatial phenomena must be supplemented by a wide range of qualitative methods if we are to use information technology effectively to further our capacity for handling spatio-temporal information. Such qualitative methods must be supported by a body of theory concerning the nature and organization of our spatio-temporal concepts. This theory will cover time, space, objects in space, their spatial attributes, changes in those attributes, and the temporal structure of those changes. In this book each topic is given a chapter to itself, and theory of qualitative spaces as partitions of quantitative spaces is developed in detail, and applied to numerous particular cases. The theory thus provides a uniform basis for the further development of formal and computational theories of spatial change. |
Im Buch
Ergebnisse 1-3 von 25
Seite 66
... containing point p are exactly the same as the open sets containing q , then p and q are the same point . A topology satisfies this condition so long as it has the property that of any two distinct points , at least one is in an open ...
... containing point p are exactly the same as the open sets containing q , then p and q are the same point . A topology satisfies this condition so long as it has the property that of any two distinct points , at least one is in an open ...
Seite 83
... containing X. Asher and Vieu's system has the advantage over RCC that their axiomatization is provably both sound and complete with respect to the given interpretation . An alternative form of connection calculus is considered in the ...
... containing X. Asher and Vieu's system has the advantage over RCC that their axiomatization is provably both sound and complete with respect to the given interpretation . An alternative form of connection calculus is considered in the ...
Seite 99
... containing x also contains y . Notice that this definition would lapse into vacuity if the topology were a T1 topology , that is , a topology in which , for any two elements , each is contained in an open set not containing the other ...
... containing x also contains y . Notice that this definition would lapse into vacuity if the topology were a T1 topology , that is , a topology in which , for any two elements , each is contained in an open set not containing the other ...
Andere Ausgaben - Alle anzeigen
Häufige Begriffe und Wortgruppen
appear approach atomic axioms body boundary bounded called circle closed co-dimension complex conceptual connected consider consists construction containing continuous convex corresponding defined definition described dimension direction discrete discussed distance distinct dominance edges element entities equal exactly example existence fact Figure follows formal function geometry given gives hence holds hole idea idealization illustrated important individual instant interior interpretation interval involves kind least less logic material matter means measure meets mode move natural neighbourhood Note notion object occur open sets pair particular position possible precedes properties provides qualitative quantitative reason reference reflection regarded regions relation representation represented respect result sense separation sequence shape shown shows single space spatial specified structure surface symmetry temporal theory things tion topological transition whereas
Verweise auf dieses Buch
Event-Oriented Approaches in Geographic Information Science: A Special Issue ... Kathleen Hornsby,Michael Worboys Keine Leseprobe verfügbar - 2004 |
Classics from IJGIS: Twenty years of the International Journal of ... Peter Fisher Keine Leseprobe verfügbar - 2006 |