Convex interval interpolation with cubic splines,II |
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Authors: | Jochen W Schmidt |
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Institution: | (1) Department of Mathematics, Technical University of Dresden, Mommsenstraße 13, 8027 Dresden, Germany |
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Abstract: | The problem of convex interval interpolation with cubicC
1-splines has an infinite number of solutions, if it is solvable at all. For selecting one of the solutions a regularized mean curvature is minimized. The arising finite dimensional constrained program is solved numerically by means of a dualization approach.Dedicated to Professor Julius Albrecht on the occasion of his 65th birthday. |
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Keywords: | 65D07 90C20 41A15 |
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