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Article information
2008 , Volume 13, Special issue, p.131-137
Esharov E.A.
Recurrent spline-approximation of the 3rd order for any depths p<.i/>
Construction of a recurrent spline approximation algorithm, exact on polynomials of the third order is investigated. A computational scheme for the recurrent spline approximation of the third order valid for any depths p at an uniform grid is proposed and justified in the case of noised data.
[full text]
Keywords: spline, cubic spline, recurrence algorithm, spline-approximations
Author(s):
Esharov Elzarbek Asanovich
Position: Student
Office: Tomsk State University
Address: Russia, Tomsk
E-mail: elzare78@rambler.ru
Bibliography link:
Esharov E.A. Recurrent spline-approximation of the 3rd order for any depths p<.i/> // Computational technologies. 2008. V. 13. Special issue 4. P. 131-137
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