四次b样条下haar小波与Galerkin方法在五阶边值问题近似解中的比较研究

Q3 Mathematics
K. Yadav
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引用次数: 0

摘要

小波分析是一种发达的数学工具,也可以应用于数值分析。本文讨论了Haar小波技术在求解五阶边值问题数值解中的应用。从已有的研究文章中选取了三个数值算例,证明了所考虑的方法的准确性。数学学科分类(2000)。65 l10,诸如65年t60。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Comparative Study of Approximate Solution of Fifth-order Boundary-value Problems by Applying HaarWavelets Technique and Galerkin Method with Quartic B-splines
Wavelet analysis is well developed mathematical tool which can be also applied in numerical analysis. Here application of the Haar wavelet techniques has been discussed for finding numerical solution of fifth-order boundary value problems. Accuracy of the considered technique is demonstrated by means of three numerical examples, taken from well existing research article. Mathematics Subject Classification (2000). 65L10, 65T60.
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来源期刊
International Journal of Difference Equations
International Journal of Difference Equations Engineering-Computational Mechanics
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