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REFERENCES
Note: OCR errors may be found in this Reference List extracted from the full text article. ACM has opted to expose the complete List rather than only correct and linked references.
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BRUNET, P. 1985. Increasing the smoothness of bicubic spline surfaces. Comput. Aided Geom. Des. 2, 1-3 (Jan.), 157 164.
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BtIR('ttARI), H. G., AYEP~% J. A., FREY, W. H., AND SAPII)IS, N. S. 1992. Approximation with aesthetic constraints. GM Res. Publ. GMR-7814, SIAM, Philadelphia, Pa. (To appear in Designing Fair Curves and Surfaces, N. Sapidis, Ed.)
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CAVENDISH, J., FRE~, W., AND MAmN, S. 1991. Feature-based design and finite element mesh generation for functional surfaces. Adv. Eng. Sofiw. 13, 5/6 (Dec.), 226 237.
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COA~ES, I). 1992. The virtues of continuity. DesignNet I, 3 (March), 31-34.
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FAmN, G. 1991. Splines in CAD/CAM. Surv. Math. Ind. I, 1 (Jan.l, 39-73.
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F,\RIN~ G. 1993. Curves and Surfaces in Computer Aided Geometric Design: A Practical Guide. 3rd ed. Academic Press, New York.
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IGES, 1983. Initial Graphics Exchange Specification (IGES). Version 2.0, Doc. PB83-137448,
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MOORE, D., AND WARREN, J. 1990. Approximation of dense scattered data using algebraic surfaces. Tech. Rep. Rice COMP TR90-135, Dept. of Computer Science, Rice Univ., Houston, Tex.
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Pm~, M. J. 1985. Smooth parametric surface approximations to discrete data. Comput. Aided Geom. Des. 2, 1-3 (Jan.), 165-171.
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SARKAR, B., AND MENQ, C.-H. 1991. Smooth surface approximation and reverse engineering. Comput.-Aided Des. 23, 9 (Nov.), 623-628.
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CITED BY 11
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Mincheol Yoon , Yunjin Lee , Seungyong Lee , Ioannis Ivrissimtzis , Hans-Peter Seidel, Surface and normal ensembles for surface reconstruction, Computer-Aided Design, v.39 n.5, p.408-420, May, 2007
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