Advances in Spatial Databases: 4th International Symposium SSD '95, Portland, ME, USA, August 6 - 9, 1995. Proceedings
Max J. Egenhofer, John R. Herring
Springer Berlin Heidelberg, Jul 19, 1995 - Computers - 410 pages
This book presents the proceedings of the 4th International Symposium on large Spatial Databases, SSD '95, held in Portland, Maine, USA in August 1995.
The 23 refereed full papers presented were selected from more than 60 submissions and describe the state-of-the-art in the expanding field of large spatial databases, with a certain emphasis on an upcoming new generation of spatial database management systems. The volume is organized in sections on spatial data models, spatial data mining, spatial query processing, multiple representations, open GIS, geo-algorithms, reasoning about spatial relations, spatial joins, and benchmarks.
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Spatial Data Models
On the Desirability and Limitations of Linear Spatial
The Quad View Data Structure A Representation
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algebra algorithm applications approximation attributes binary blocks boundary bounding box bytes cell complexes clustering complex compression Computer Science contains cost data mining data region data set data structure data types database system declustering defined digital topology disjoint edge efficient Egenhofer example FGET Figure function Geographic Information Systems geometric granularity graph graphic entity gzip halfsegments hyper-raster implementation intersection languages linear spatial load-balancing medoid metafiles method molecular surfaces node operations overlap partition performance polygons predicates priority queue processor programming quadtree query processing query region R-tree range query rectangles regions object relationships represent representation require result retrieval seed levels seeded tree segment select condition semantics semi-linear sets semijoin SIGMOD Smalltalk space spatial access method spatial association rules spatial data spatial database spatial index spatial join spatial objects specification storage stored Table techniques topological relations traversal vertex vertices z-ordering z-values