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The numerical solution of linear sixth order boundary value problems with quartic B-splines
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نویسنده
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li m. ,chen l. ,ma q.
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منبع
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journal of applied mathematics - 2013 - دوره : 2013 - شماره : 0
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چکیده
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A quartic b-spline method is proposed for solving the linear sixth order boundary value problems. the method converts the boundary problem to solve a system of linear equations and obtains coefficients of the corresponding b-spline functions. the method has the convergence of two order. it develops not only the quartic spline approximate solution but also the higher order approximate derivatives. two numerical examples are presented to verify the theoretical analysis and show the validity and applicability of the method. compared with other existing recent methods,the quartic b-spline method is a more efficient and effective tool. © 2013 mingzhu li et al.
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آدرس
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school of science,qingdao technological university,qingdao 266033,china,department of mathematics,harbin institute of technology at weihai, China, school of science,qingdao technological university, China, department of mathematics,harbin institute of technology at weihai, China
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Authors
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