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ALGORITHMS FOR TETRAHEDRAL NETWORK (TEN) GENERATION

Li -Qingquan

2000Acta Scientiarum Naturalium Universitatis SunyatseniSocial Sciences被引 2

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摘要

[1]Borgefors G. Distance transformations in arbitrary dimensions. Computer, Vision, Graphics and Image Processing, 1984(27): 321~345 [2]Larkin J. An ANSI C program to determine in expected linear time the vertices of the Convex Hull of a set of planar points. Computers & Geosciences, 1991,17 (3): 431~ 443 [3]Sides E, Hack R. Seminar Report: three-dimensional GIS: future developments. ITC Journal, 1995 (2): 151~ 164 [4]Fritsch D. Three-dimensional geographical information systems status and prospects. In: International Archives of Photogrammetry and Remote Sensing, Vienna,1996, (B3) :215~278 [5]Gong J Y,Xia Z G. An integrated data model in three-di-mensional GIS. In: Proceedings of Geoinformatics ' 96Wuhan International Symposium. 1996. 107~120 [6]Manacedonio G,Pareschi M T. An algorithm for the triangulation of arbitrarily distributed points: applications to volume estimate and terrain fitting. Computer & Geosciences, 1991,17(7) :859~874 [7]Molenaar M. A topology for 3D vector maps. ITC Journal, 1992(1) :25~33 [8]Pilouk M, et al. A Tetrahedron-based 3D vector data model for geoinformation In:Advanced Geographic Data Modeling. Netherlands Geodetic Commission, Publications on Geodesy, 1994. 129 ~ 140 [9]Li Q Q, Li D R. Data structures in three dimensional geographic information system. Journal of Wuhan Technical University of Surveying and Mapping, 1996, 21 (2):128~ 133(in Chinese) [10]Li Q Q,Li D R. Hybrid data structure based on Octree and Tetrahedron in 3-D GIS. In: International Archives of Photogrammetry and Remote Sensing , Vienna, 1996,31 (B4): 503 ~ 507 [11]Li Q Q,Li D R. Study on data structure in 3-D GIS.In:Proceedings of Geoinformatics ' 96 Wuhan International Symposium, 1997. 229~ 237

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Li -, Qingquan. ALGORITHMS FOR TETRAHEDRAL NETWORK (TEN) GENERATION[J]. Acta Scientiarum Naturalium Universitatis Sunyatseni, 2000.

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