A new method for automatically constructing convexity-preserving interpolatory splines*
Author:
Publisher
Informa UK Limited
Subject
General Materials Science
Link
http://www.tandfonline.com/doi/pdf/10.1080/10020070412331343891
Reference18 articles.
1. Schweikert, D. (1966) An interpolation curve using splines in tension Journal of Mathematics and Physics, 45, pp. 312 - 312.
2. Späth, H. (1969) Exponential spline interpolation Computing, 4, pp. 225 - 225.
3. Pruess, S. (1976) Properties of splines in tension Journal of Approximation Theory, 17, pp. 86 - 86.
4. Pruess, S. (1979) Alternatives to the exponential spline in tension Mathematics of Computation, 33, pp. 1273 - 1273.
5. SapidisN.S.An algorithm for computing the tension parameters in convexity-preserving splines-in-tension interpolation Numerische Mathematik 198854179179
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