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References

1
R. M. Bolle and D. B. Cooper, On optimally combining pieces of information, with application to estimating 3-D complex-object position from range data, IEEE Transactions on Pattern Analysis and Machine Intelligence 8, 5, 619--638, 1986.
2
A.W. Fitzgibbon, M. Pilu, and R.B. Fisher, Direct least-square fitting of ellipses, 13th International Conference on Pattern Recognition (Washington, Brussels, Tokyo), IAPR, IEEE Computer Society Press, June 1996, Proceedings of the 13th ICPR Conference, Vienna Austria, August 1996.
3
W. Gander, G.H. Golub, and R. Strebel, Least-squares fitting of circles and ellipses, BIT 34, 558--578, 1994.
4
G. Lukacs, R. R. Martin, A. D. Marshall, Faithful least-squares fitting of spheres, cylinders, cones and tori for reliable segmentation, Proc. ECCV'98 Vol1, 671--686, Eds. H. Burkardt, B. Neumann. Springer Verlag Lecture Notes in Computer Science Vol. 1406, 1998.
5
H. Pottmann and T. Randrup, Rotational and helical surface approximation for reverse engineering, Tech. Report 43, Institut für Geometrie, Technische Universität Wien, A-1040 Wien, Wiedner Hauptstraße 8--10, Austria, June 1997, Submitted to Computing.
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V. Pratt, Direct least-squares fitting of algebraic surfaces, COMPUTER GRAPHICS Proceedings, vol. 21, Annual Conference Series, no. 4, ACM, Addison Wesley, July 1987, Proceedings of the SIGGRAPH 87 Conference, 145--152, Anaheim, California, 27-31 July 1987.
7
P. L. Rosin, A note on the least squares fitting of ellipses, Pattern Recognition Letters 14, 799--808, 1993.
8
G. Taubin, Algebraic curves and surfaces in 3D computer vision, in R. B. Fisher, ed. Design and Application of Curves and Surfaces--Mathematics of Surfaces V, 453--483, Oxford University Press, 1994.


Bob Fisher
Tue Oct 27 15:43:59 GMT 1998