Publication | Closed Access
TRIANGULATIONS FOR RUBBER-SHEETING
12
Citations
3
References
2008
Year
Unknown Venue
EngineeringGeometryMechanical EngineeringGeometry GenerationSubdivision SurfaceComputer-aided DesignComputational GeometryMap Merging ProcedureGeometry ProcessingGeometric ModelingAnalytical CartographyCartographyDesignQuality ControlComputer Science3D PrintingGeometric AlgorithmNatural SciencesDelaunay Triangulation
This paper focuses on the application of triangulation and rubber-sheeting techniques to the problem of merging two digitized map files. The Census Bureau is currently developing a map merging procedure called conflation. Reproducibility, quality control, and a desire for mathematical consistency in conflation lead to a need for well-defined procedures. The Delaunay triangulation is well-defined and in some sense the 'best' triangulation on a finite set of points. It leads naturally into an efficient rubber^sheeting algorithm. The discussion starts with triangulations and rubber-sheeting in general and well-defined triangulations. This leads to the Delaunay triangulation, an algorithm for that triangulation and a specific rubber-sheeting technique. Finally, some problems that require further research are mentioned in an appendix.
| Year | Citations | |
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1980 | 1.6K | |
1985 | 50 | |
1985 | 42 |
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