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Issue No.03 - May/June (1983 vol.3)
pp: 58-67
Harry McLaughlin , Rensselaer Polytechnic Institute
ABSTRACT
If a computer and a draftsman are asked to draw a curve through identical planar data, the draftsman's curve frequently looks better. Must it be this way?
INDEX TERMS
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CITATION
Harry McLaughlin, "Shape-Preserving Planar Interpolation: An Algorithm", IEEE Computer Graphics and Applications, vol.3, no. 3, pp. 58-67, May/June 1983, doi:10.1109/MCG.1983.263093
REFERENCES
1. G. M.Chaikin, Computer Graphics and Image Processing , 1974 Vol. 3, pp. 346-349
2. R. F.Riesenfeld, Computer Graphics and Image Processing , 1975 Vol. 4, pp. 304-310
3. D. F.McAllister and J. A.Roulier, Trans. Mathematical Software , 1981 Vol. 7, pp. 331-347
4. J. A.Roulier, “Constrained Interpolation,” SIAM J. Scientific and Statistical Computing Vol. 1, No. 3, Sept. 1980
5. J.Butland, “A Method of Interpolating Reasonable-Shaped Curves Through Any Data,” Proc. Computer Graphics 80 1980pp. 409-422 Online Publications Ltd.
6. F. N.Fritsch and J.Butland, “An Improved Monotone Piecewise Cubic Interpolation Algorithm,” , Lawrence Livermore National Laboratory 1980 UCRL 85104
7. A. W.Overhauser, “Analytic Definition of Curves and Surfaces by Parabolic Blending,” , scientific research staff publication 1968 Ford Motor Company
8. J. A.Brewer and D. C.Anderson, Computer Graphics , 1977 Vol. 11, pp. 400-405
9. D. G.Schweikert, “An Interpolation Curve Using a Spline in Tension,” J. Mathematics and Physics Vol. 45, pp. 312-317 1966
10. A. K.Cline, “Scalar-and Planar-Valued Curve Fitting Using Splines Under Tension,” Comm. ACM Vol. 17, No. 4, pp. 218-223 Apr. 1974
11. C.deBoor, A Practical Guide to Splines, Springer Verlag , 1978
12. K. W.Brodlie, Mathematical Methods in Computer Graphics and Design , Academic Press 1980
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