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Last update: T_MUUK (22.11.2000)
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Last update: T_KNM (18.05.2008)
The aim of this course is presenting the theory of spline functions and some their applications. Tutorials contain testing given algorithms on computers. |
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Last update: T_KNM (18.05.2008)
K. Najzar, Základy teorie splinů (Fundamentals of splines theory), skripta (lecture notes), Nakladatelství Karolinum, Praha, 2006 Ch. Micula and S. Micula, Handbook of splines, 1999 G. Farin, Curves and surfaces for computer aided geometric design, 1988 |
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Last update: T_KNM (18.05.2008)
The course consists of lectures in a lecture hall and tutorials in a computer laboratory. |
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Last update: T_KNM (18.05.2008)
Examination according to the syllabus and tests of given algorithms. |
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Last update: T_KNM (18.05.2008)
Polynomial spline functions, basic properties and historical notes. Construction of local bases. Variational property of the odd-degree splines. B-splines. Periodic, natural, g-splines and L-splines. Approximation power of splines. Interpolation and smoothing. Bézier curves and Bernstein approximation. Spline functions in computer aided geometric design - B-spline curves and surfaces. Spline wavelets. Some application of splines in numerical analysis. |
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Last update: T_KNM (18.05.2008)
Fundamentals of numerical mathematics, mathematical analysis and functional analysis. |