An approach for the semantically correct integration of a DTM and 2D GIS vector data

International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences - ISPRS Archives

Volumn 35, Issue , 2004, Pages

  Koch, A ^a  

^a LEIBNIZ UNIVERSITY HANNOVER   (Germany)

Author keywords

Adjustment; DEM DTM; GIS; Integration; Modeling; Visualization

Indexed keywords

CONSTRAINT THEORY; DATA VISUALIZATION; FLOW VISUALIZATION; GEOGRAPHIC INFORMATION SYSTEMS; INTEGRATION; LAKES; MODELS; SEMANTICS; SURVEYING; VISUALIZATION;

ADJUSTMENT; CONSTRAINED DELAUNAY TRIANGULATION; CONSTRAINED LEAST SQUARES; DEM/DTM; DIGITAL TERRAIN MODEL; INEQUALITY CONSTRAINT; LINEAR COMPLEMENTARY PROBLEMS; OBJECT REPRESENTATIONS;

DATA INTEGRATION;

EID: 84904053943     PISSN: 16821750     EISSN: None     Source Type: Conference Proceeding    
DOI: None     Document Type: Conference Paper

References (12)

1. Fritsch, D., 1985. Some Additional Information on the Capacity of the Linear Complementary Algorithm. In: E. Grafarend & F. Sanso, Eds., Optimization and Design of Geodetic Networks, Springer, Berlin, pp. 169-184.
2. Fritsch, D., Pfannenstein, A., 1992. Conceptual Models for Efficient DTM Integration into GIS. Proceedings EGIS’92. Third European Conference and Exhibition on Geographical Information Systems. Munich, Germany, pp. 701-710.
3. Heipke, C., 1986. Zum Vergleich von 2 Komplementaritäts-algorithmen. Diploma thesis of the Technical University of Munich, Germany, unpublished.
4. Klötzer, F., 1997. Integration von triangulierten digitalen Geländemodellen und Landkarten. Diploma thesis of the Institute of Informatics, Rheinische Friedrich-Wilhelms-Universität Bonn, Germany, unpublished.
5. Koch, A., 2003. Semantically correct integration of a digital terrain model and a 2D topographic vector data set. Proceedings of ISPRS workshop on challenges in geospatial analysis, integration and visualization II, Stuttgart, 8-10 September, CD.
6. Lawson, C. L., Hanson, R. J., 1995. Solving Least Squares Problems. Society for Industrial and Applied Mathematics, Philadelphia.
7. Lemke, C. E., 1968. On complementary pivot theory. In: G. B. Dantzig, A. F. Veinott, Eds., Mathematics in the Decision Sciences, Part 1, pp. 95-114.
8. Lenk, U., 2001. - 2.5D-GIS und Geobasisdaten - Integration von Höheninformation und Digitalen Situationsmodellen. Wiss. Arb. Fachr. Verm. Universität Hannover Nr. 244 and DGK bei der Bayer. Akad. D. Wiss. Reihe C, Nr. 546. PhD Thesis, Hannover, Germany.
9. Pilouk, M., 1996. Integrated Modelling for 3D GIS. ITC Publication Series No. 40, PhD Thesis., Enschede, The Netherlands.
10. st International Cartographic Conference (ICC). pp. 1936-1942, Durban, South Africa.
11. Schaffrin, B., 1981. Ausgleichung mit Bedingungs-Ungleichungen. AVN, 6/1981, pp. 227-238.
12. th International Symposium on Computer Assisted Cartography (AUTOCARTO 11). Minneapolis, Minnesota, USA, pp. 257-266.