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CumInCAD is a Cumulative Index about publications in Computer Aided Architectural Design
supported by the sibling associations ACADIA, CAADRIA, eCAADe, SIGraDi, ASCAAD and CAAD futures

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	Abdalla MM, Oliveira LGL, Azevedo CEF, et al (2018) Quality in qualitative organizational research: types of triangulation as a methodological alternative , RAEP 2018; 19(1): 66–98.

	Abásolo, M. J., de Giusti, A., Blat, J. (2000) A hierarchical triangulation for multiresolution terrain models , The Journal of Computer Science and Technology (JCS&T), Special Issue on Computer Science Research: State of the Art 1, 3. de Berg, M., van Krevel, M., Overmars, M., Schwarzkopf, O.: 1997, Computational Geometry: Algorithms and Aplications, Quadtrees: Non-Uniform Mesh Generation, Springer-Verlag, pp. 289-304

	Bern, M and Eppstein, D (1992) Mesh generation and optimal triangulation , F Hwang and D Du (eds), Computing in Euclidean Geometry, World Scientific, Singapore, pp. 23-90

	Brown, D.C. (1958) A solution to the general problem of multi station analytical stereo-triangulation , RCA Technical Report No. 43

	Chen, Long, and Jin-Chao Xu (2004) Optimal Delaunay Triangulation , Journal of Computational Mathematics 22 (2): 2990308

	Chen, Long, and Jin-Chao Xu (2004) Optimal Delaunay Triangulation , Journal of Computational Mathematics 22 (2): 2990308

	Chen, Long (2007) Optimal Delaunay Triangulation , Presentation at the 10th Society for industrial and Appiled Mathematics Conference on Geometric Design and Computing. Irvine, CA: SIAM

	Chen, Long (2007) Optimal Delaunay Triangulation , Presentation at the 10th Society for industrial and Appiled Mathematics Conference on Geometric Design and Computing. Irvine, CA: SIAM

	Chew, LP (1987) Constrained Delaunay Triangulation , Proceedings of the third annual symposium on Computational geometry, pp. 215-222

	Cignoni, P, Montani, C and Scopigno, R (1997) DeWall : A Fast Divide & Conquer Delaunay Triangulation Algorithm in E d 2 Delaunay Triangulation , Current, pp. 1-21

	Cignoni, P., Ganovelli, F., Gobbetti, E., Marton, F., Ponchio, F., Scopigno, R. (2005) Batched multi triangulation , Proc. IEEE Visualization, pp. 207–214

	Cignoni, P., Montani, C. and Scopigno, R. (1998) DeWall: A fast divide & conquer Delaunay triangulation algorithm , Computer-Aided Design, 30(5), 1998, pp. 333- 341

	Fischer, T, Burry, M and Frazer, J (2003) Triangulation of generative form for parametric design and rapid prototyping , W Dokonal and U Hirschberg (eds), eCAADe 2003 Proceedings, Graz University of Technology, Austria, pp. 441–447

	Fischer, T, Burry, M and Frazer, J (2005) Triangulation of generative form for parametric design and rapid prototyping , Automation in Construction, 14(2), p. 233-240

	Fischer, T., Burry, M. and Frazer, J. (2003) Triangulation of Generative Form for Parametric Design and Rapid Prototyping , Proceedings of 21th eCAADe Conference

	Fischer, T., M. Burry, and J. Frazer (2005) Triangulation of Gen. Form f. Parametric Design and Rapid Protot , Automation in Construction 14(2): 233-240

	Fischer, T.Burry, M. and Frazer, J. (2003) Triangulation of Generative Form for Parametric Design and Rapid Prototyping , 21th eCAADe Conference Proceedings, Graz, September 2003, pp. 441-448

	Jick, T (1979) Mixing qualitative and quantitative methods: Triangulation in action , Administrative science quarterly, pp. 602-611

	Lee, D. T., and B. J. Schachter (1980) Two Algorithms For Constructing A Delaunay Triangulation , International Journal of Computer & Information Sciences 9 (3): 219–242. https://doi.org/10.1007/BF00977785

	Lee, D. T., and B. J. Schachter (1980) Two Algorithms For Constructing A Delaunay Triangulation , International Journal of Computer & Information Sciences 9 (3): 219–242. https://doi.org/10.1007/BF00977785

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