Full text: Proceedings, XXth congress (Part 2)

  
  
International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B2. Istanbul 2004 
  
Brown, K.Q., 1979. Voronoi diagrams from convex hulls. 
Information Processing Letters, 9(5): 223-228. 
Cignoni, P., Montani, C. and Scopigno, R., 1998. DeWall: a 
fast divide & conquer Delaunay triangulation algorithm in EY. 
Computer-Aided Design, 30(5): 333-341. 
Davis, B.E. and Davis, P.E., 1988. Marine GIS: Concepts and 
Considerations, Proc. GIS/LIS '88, Falls Church, VA, USA. 
Devillers, O., 2002. On Deletion in Delaunay Triangulations. 
International Journal of Computational Geometry and 
Applications, 12(3): 193-205. 
Devillers, O. and Teillaud, M., 2003. Perturbations and Vertex 
Removal in a 3D Delaunay Triangulation, Proc. 14th ACM- 
SIAM Symp. Discrete Algorithms (SODA), Baltimore, MD, 
USA, pp. 313-319. 
Dobkin, D.P. and Laszlo, M.J, 1989. Primitives for the 
Manipulation of Three-Dimensional Subdivisions. 
Algorithmica, 4: 3-32. 
Field, D.A., 1986. Implementing Watson's algorithm in three 
dimensions, Proc. 2nd Annual Symp. Computational Geometry. 
ACM Press, Yorktown Heights, New York, USA. 
Gold, C.M., 1989. Surface Interpolation, spatial adjacency and 
GIS. In: J. Raper (Ed.), Three Dimensional Applications in 
Geographic Information Systems. Taylor & Francis, pp. 21-35. 
Gold, C.M., 1991. Problems with Handling Spatial Data — the 
Voronoi Approach. C/SM Journal, 45(1): 65-80. 
Gold, C.M., 1996. An Event-Driven Approach to Spatio- 
Temporal Mapping. Geomatica, Journal of the Canadian 
Institute of Geomatics, 50(A): 415-424. 
Gold, C.M., Charters, T.D. and Ramsden, J., 1977. Automated 
contour mapping using triangular element data structures and an 
interpolant over each triangular domain. In: J. George (Editor), 
Proc. Siggraph '77. Computer Graphics, pp. 170-175. 
Gold, C.M. and Condal, A.R., 1995. A Spatial Data Structure 
Integrating GIS and Simulation in a Marine Environment. 
Marine Geodesy, 18: 213-228. 
Green, PJ. and Sibson, R., 1978. Computing Dirichlet 
tessellations in the plane. The Computer Journal, 21(2): 168- 
173. 
Guibas, L.J. and Stolfi, J, 1985. Primitives for the 
Manipulation of General Subdivisions and the Computation of 
Voronoi Diagrams. ACM Transactions on Graphics, 4: 74-123. 
Hatcher, G.A.J. and Maher, N., 1999, Real-time GIS for Marine 
Applications. In: D.J. Wright and D. Bartlett (Eds), Marine and 
Coastal Geographic Information Svstems. Taylor & Francis, 
London, pp. 137-147. 
Head, M.E.M., Luong, P., Costolo, J.H., Countryman, K. and 
Szczechowski, C., 1997. Applications of 3-D visualizations of 
oceanographic data bases, Proc. Oceans '97-MTS/IEEE, pp. 
1210-1215. 
Joe, B., 1991. Construction of three-dimensional Delaunay 
triangulations using local transformations. Computer Aided 
Geometric Design, 8: 123-142. 
Jones, C.B., 1989. Data structures for three-dimensional spatial 
information systems in geology. International Journal of 
Geographic Information Systems, 3(1): 15-31. 
Lorensen, W.E. and Cline, H.E., 1987. Marching Cubes: A 
High Resolution 3D. Surface Construction Algorithm. 
Computer Graphics, 4: 163-168. 
Ledoux, H. and Gold, C.M., 2004. An Efficient Natural 
Neighbour Interpolation Algorithm for Geoscientific Modelling, 
Proc. 11th Int. Symp. Spatial Data Handling (23-25 August 
2004), Leicester, UK. fo appear. 
“Li, R. and Saxena, N.K., 1993. Development of an Integrated 
' O'Conaill, 
708 
Marine Geographic Information System. Marine Geodesy, 16: 
293-307. 
Lockwood, M. and Li, R. 1995. 
Information Systems — What Sets Them 
Geodesy, 18: 157-159. 
Marine Geographic 
Apart? Marine 
Molenaar, M., 1992. A topology for 3D vector maps. ITC 
Journal, 1: 25-33. 
Mücke, E.P., Saias, I. and Zhu, B., 1999, Fast randomized point 
location without preprocessing in two- and three-dimensional 
Delaunay triangulations. Computational Geometry, 12: 63-83. 
M.A, Bell S.B.M. and Mason, N.C., 1992. 
Developing a prototype 4D GIS on a transputer array. /7C 
Journal, 1992(1): 47-54. 
Raper, A, (Ed.) 1989. Three Dünensional Applications in 
Geographic Information Systems. Taylor & Francis, London. 
Universität 
Roos, T. 1991. Dynamic Voronoi 
Würzburg, Germany. 
diagrams, 
Samet, H., 1990. The Design and Analysis of Spatial Data 
Structures. Addison-Wesley Publishing Company, Reading, 
Massachusetts, USA, 493 pp. 
Sibson, R., 1981. A brief description of natural neighbour 
interpolation. In: V. Barnett (Editor), Interpreting Multivariate 
Data. Wiley, New York, USA, pp. 21-36. 
Watson, D.F., 1981. Computing the n-dimensional Delaunay 
tessellation with application to Voronoi polytopes. The 
Computer Journal, 24(2): 167-172. 
Watson, D.F., 1992. Contouring: A Guide to the Analysis and 
Display of Spatial Data. Pergamon Press, Oxford, UK. 
Wright, D.J. and Goodchild, M.F., 1997. Data from the Deep: 
Implications for the GIS Community. The International Journal 
of Geographical Information Science, 11(6): 523-528. 
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