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Shape preserving interpolation by cubic G [sup] 1 splines in R [sup] 3
Gašper Jaklic and Emil Žagar
In: Conference on Applied Mathematics and Scientific Computing : ApplMath, 9-13 July 2007, Brijuni islands, Croatia.
AbstractIn this paper, G 1 continuous cubic spline interpolation of data points in R3 , based on a discrete approximation of the strain energy, is studied. Simple geometric conditions on data are presented that guarantee the existence of the interpolant. The interpolating spline is regular, loop-, cusp- and fold-free. | EPrint Type: | Conference or Workshop Item (Talk) |
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| Project Keyword: | Project Keyword UNSPECIFIED |
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| Subjects: | Theory & Algorithms |
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| ID Code: | 8211 |
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| Deposited By: | Boris Horvat |
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| Deposited On: | 21 February 2012 |
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