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The University of Maine

University of Maine Office of Research Administration: Grant Reports

2015

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Full-Text Articles in Social and Behavioral Sciences

Iii: Small: A Theory Of Topological Relations For Compound Spatial Objects, Max J. Egenhofer Editor Jul 2015

Iii: Small: A Theory Of Topological Relations For Compound Spatial Objects, Max J. Egenhofer Editor

University of Maine Office of Research Administration: Grant Reports

Spatial data collections with an incomplete coverage yield regions with holes and separations that often cannot be filled by interpolation. Geosensor networks typically generate such configurations, and with the proliferation of sensor colonies, there is now an urgent need to provide users with better information technologies of cognitively plausible methods to search for or compare available spatial data sets that may be incomplete. The objective of the investigations is to advance knowledge about qualitative spatial relations for spatial regions with holes and/or separations.

The core activity is the study of the interplay between topological spatial relations with holed regions and …