OCTIC B-SPLINE COLLOCATION SOLUTION WITH NON-UNIFORM LENGTH FOR EIGHTH ORDER LINEAR DIFFERENTIAL EQUATION | Zendy

Y. Rajashekhar Reddy | Zendy

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OCTIC B-SPLINE COLLOCATION SOLUTION WITH NON-UNIFORM LENGTH FOR EIGHTH ORDER LINEAR DIFFERENTIAL EQUATION

Author(s) -

Y. Rajashekhar Reddy

Publication year - 2017

Publication title -

international journal of research -granthaalayah

Language(s) - English

Resource type - Journals

eISSN - 2394-3629

pISSN - 2350-0530

DOI - 10.29121/granthaalayah.v5.i6.2017.1995

Subject(s) - collocation (remote sensing) , mathematics , b spline , spline (mechanical) , collocation method , boundary value problem , orthogonal collocation , mathematical analysis , basis function , function (biology) , differential equation , computer science , ordinary differential equation , physics , evolutionary biology , biology , machine learning , thermodynamics

Presentation of Numerical solution for eighth order linear boundary value problem using Octic B-spline collocation method with non-uniform length is the subject of this paper. In this approach recursive form of B-spline function is used as basis in collocation method. Numerical examples are considered to show the advantage of recursive of B-spline function particularly in non-fixing the length of subintervals.

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