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Kubični zlepki z majhno prožnostno energijo
Gašper Jaklic and Emil Žagar
Obz. mat. fiz.
Volume 56,
Number 2,
,
2009.
ISSN 0473-7466
AbstractIn the paper one of the basic interpolation problems is considered. A sequence of
points in the plane is given. Our goal is to find an interpolatory curve which fits the data
“nicely”. Cubic splines are used and a method, which minimizes the approximate strain
energy of the curve. Conditions on the existence of the interpolant, which has a nice
shape (it is regular, loop-, cusp- and fold-free), are derived and a simple local geometric
construction is presented. | EPrint Type: | Article |
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| Project Keyword: | Project Keyword UNSPECIFIED |
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| Subjects: | Theory & Algorithms |
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| ID Code: | 8210 |
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| Deposited By: | Boris Horvat |
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| Deposited On: | 21 February 2012 |
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