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Issue No.05 - May (1985 vol.5)
pp: 23-36
T. Sederberg , Brigham Young University
D. Anderson , Purdue University
ABSTRACT
Gain valuable insight into better geometric approaches to high- degree surface patches by studying the simple free-form Steiner patch.
INDEX TERMS
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CITATION
T. Sederberg, D. Anderson, "Steiner Surface Patches", IEEE Computer Graphics and Applications, vol.5, no. 5, pp. 23-36, May 1985, doi:10.1109/MCG.1985.276391
REFERENCES
1. T. W.Sederberg, “Implicit and Parametric Curves and Surfaces for Computer Aided Geometric Design,” 1983
2. W.Bohm, G.Farin, and J.Kahmann, “A Survey of Curve and Surface Methods in CAGD,” Computer Aided Geometric Design Vol. 1, No. 1, pp. 1-60 1984
3. G.Farin, “Designing C1 Surfaces Consisting of Triangular Cubic Patches,” Computer Aided Design Vol. 14, No. 5, pp. 253-256 1982
4. M. J. D.Powell and M. A.Sabin, ACM Trans. Mathematical Software , 1977 Vol. 3, pp. 316-325
5. C. M.Jessop, Quartic Surfaces , Cambridge University Press 1916
6. G.Salmon, Analytic Geometry of Three Dimensions , Longmans, Green and Co. 1912 Vol. 2,
7. D. M. Y.Sommerville, Analytical Geometry of Three Dimensions , Cambridge University Press 1951
8. P.Hanrahan, “Ray Tracing Algebraic Surfaces,” Computer Graphics Vol. 17, No. 3, pp. 83-90 1983
9. R. J. Y.McLeod, “The Steiner Surface Revisited,” Proc. Royal Society of London 1979 Vol. 369, pp. 157-174
10. T. W.Sederberg and D. C.Anderson, “Ray Tracing of Steiner Patches,” Computer Graphics Vol. 18, No. 3, pp. 159-164 1984
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