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REFERENCES
The following bibliography is a short list of the main papers connected with each of the types of spline implemented in the Addix.Spline product.
- Blanc, C. and Schlick, C., "X-Splines: A Spline Model Designed for the End-User", Laboratoire Bordelais de Recherche en Informatique.
- Briggs, I.C., (1974), "Machine contouring using minimum curvature", Geophysics, 39, no. 1, 39-48.
- de Boor, C., (1978), "A practical guide to splines", Springer-Verlag.
- Cline, A.K., (1974), "Scalar and planar-valued curve fitting using splines under tension", Communications of the Association of Computational Mathematics, 17, 4, April, 218-220.
- Catmull, E. and Rom, R., (1974), "A Class of Local Interpolating Splines", in Barnhill R.E. and Riesenfled (eds), Computer Aided Geometric Design, Academic Press, New York, 1974.
- Edison, H.D. and Schumaker, L.L., (1974), "Computation of g-Splines via a Factorization Method", Communications of ACM, September 1974, Volume 17, No. 9.
- Fomel, S. and Claerbout, J., (1995), "Searching the Sea of Galilee: the splendours and miseries of iteratively reweighted least squares", Preprint.
- Fung, Y.C., (1965), "Foundations of solid mechanics", Prentice-Hall.
- Renka, R.J., (1987), "Interpolatory tension splines with automatic selection of tension factors", SIAM Journal of Scientific and Statistical Computing, Volume 8, p. 393-415.
- Sandwell, D.T., (1987), "Biharmonic spline interpolation of GEOS-3 and SEASAT altimeter data", Geophysical Research Letters, 14, no. 2, 139-142.
- Schweikert, D.G., (1966), "An interpolation curve using a spline in tension", Journal of Mathematics and Physics, 45, 312-313.
- Swain, C.J., (1976), "Interpolating irregularly spaced data using the difference equations for minimum curvature", Computers and Geosciences, 1, 231-240.
- Timoshenko, S. and Woinowsky-Kreiger, S., (1968), "Theory of plates and shells", McGraw-Hill.
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