Current Proceedings on Technology
Hermite cubic spline wavelet approximation for two point boundary value problems
Yazarlar: Mehdi Yousefi, Hesamoddin Derili Gherjalar, Asghar Arzhang
Cilt 1 , Sayı - , 2012 , Sayfalar -
Konular:-
Anahtar Kelimeler:Boundary Value Problem,Wavelet,Approximation,Spline,Condition number
Özet: In this paper, we use the wavelet bases of Hermite cubic splines to solve the linear two point boundary value problems. Two test problems are presented and numerical results are tabulated to show the efficiency of the proposed technique for the studied problem. For stability of the proposed method, we prove that the corresponding stiffness matrix arises from the discretization of the problem is sparse and the condition number of this matrix is uniformly bounded.
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Atıf Yapan Eserler
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BibTex
KOPYALA
@article{2012, title={Hermite cubic spline wavelet approximation for two point boundary value problems}, volume={1}, number={0}, publisher={Current Proceedings on Technology }, author={Mehdi Yousefi, Hesamoddin Derili Gherjalar, Asghar Arzhang}, year={2012} }
APA
KOPYALA
Mehdi Yousefi, Hesamoddin Derili Gherjalar, Asghar Arzhang. (2012). Hermite cubic spline wavelet approximation for two point boundary value problems (Vol. 1). Vol. 1. Current Proceedings on Technology .
MLA
KOPYALA
Mehdi Yousefi, Hesamoddin Derili Gherjalar, Asghar Arzhang. Hermite Cubic Spline Wavelet Approximation for Two Point Boundary Value Problems. no. 0, Current Proceedings on Technology , 2012.